What is the product of 1.7 and 0.2? 1. the number of defective computers produced by a manufacturer - DISCRETE, 2. the weight of newborns each year in a hospital - CONTINUOUS, 3. the number of siblings in a family of a region - DISCRETE, 4. the amount of paint utilized in a building project - CONTINUOUS, 5. the number of dropout in a school district for a period of 10 years - DISCRETE, 7. the number of female athletes - DISCRETE, & the time needed to finish the test - CONTINUOUS, 9 the amount of sugar in a cup of coffee - CONTINUOUS, Read here to know more examples of discrete and continuous variables: brainly.ph/question/14645308. Variable Q consists of weight of grain which can't be counted but can be measured. Lunch choice Continuous What is the average number of customers who are waiting in line the moment Shylock enters? P(x) Answer: Discrete, quantitative, ratio state your reason for each., what is the algebraic expression of: the sum of 6 and n times 3 . The result shows that the classification accuracy of the C-RF model is 85%, which is improved by 8, 9, 4 and 3% respectively compared with CART, SVM, CNN and RF. If a carrier is boarded with four other dogs, what is the probability that at least one of the four healthy dogs will develop kennel cough? Classify the following random variables as discrete or continuous. Question 2. This site is using cookies under cookie policy . You can specify conditions of storing and accessing cookies in your browser. \[\begin{array}{c|c c c c} x &0 &1 &2 &3 \\ \hline P(x) &0.0173 &0.0867 &0.1951 &0.2602\\ \end{array}\] \[\begin{array}{c|c c c c} x &4 &5 &6 &7 \\ \hline P(x) &0.2276 &0.1365 &0.0569 &0.0163\\ \end{array}\] \[\begin{array}{c|c c c } x &8 &9 &10 \\ \hline P(x) &0.0030 &0.0004 &0.0000 \\ \end{array}\]. Find the probability that two such proofreaders working independently will miss at least one error in a work that contains four errors. They take positive integer values, {0, 1, 2, , n}, being [0, n] the interval from which the variable takes values, that means, there is a finite number of possible values. No. Legal. 3 A multiple choice exam has \(20\) questions; there are four choices for each question. One ticket will win \(\$1,000\), two tickets will win \(\$500\) each, and ten tickets will win \(\$100\) each. Use the answer to (a) to compute the projected total revenue per \(90\)-night season if the cover is not installed. Pizza Let \(X\) denote the number of patients on any given day who require a sedative. The number of new cases of influenza in a particular county in a coming month. If so, give the values of \(n\) and \(p\). Example: Age in years. Binary Classification In a binary classification task, the goal is to classify the input data into two mutually exclusive categories. Compute the mean revenue per night if the cover is not installed. The LibreTexts libraries arePowered by NICE CXone Expertand are supported by the Department of Education Open Textbook Pilot Project, the UC Davis Office of the Provost, the UC Davis Library, the California State University Affordable Learning Solutions Program, and Merlot. time during a, Q:Engineers want to design seats in commercial aircraft so that they are wide enough to fit 99% of all, A:Given that 2, 3. the number of building permits issued each month in a certain city. Thirty-six slots are numbered from \(1\) to \(36\); the remaining two slots are numbered \(0\) and \(00\). Classify the following random variables as discrete or continuous. Continuous Variable: A random variable whose amount can take on any value in a specified range. The tourist sees four local people standing at a bus stop. Q:An automobile manufacturer claims that their car has a 30.8 miles/gallon (MPG) rating. N: the number of eggs laid each month by a hen. Find answers to questions asked by students like you. The variable is a discrete random variable as the number of spins of roulette wheels that are required to get the number 7 can be counted easily. The number of accidents per year at an intersection. A class of \(130\) students meets in a classroom with \(130\) individual desks, exactly \(14\) of which are constructed for people who write with their left hands. The number of games in the next World Series (best of up to seven games). Independent variable (x) = no. Determine whether the quantitative variable is discrete or continuous: the number of bottles of juice sold in a cafeteria during lunch. Find the probability that it lands with its point in the air at least \(7\) times. In a \(\$1\) bet on red, the bettor pays \(\$1\) to play. 93 (A tree diagram is helpful). Identify the set of possible values for each random variable. Q:A watch manufacturer claims that their watches on average will neither gain nor lose The time needed to finish the test 4. f- if it takes on values on a continuous scale. A 99% confidence interval for the average difference between the two, Q:The standard deviation of the change in exercise group was CORRECT. Call Us: 1.800.883.9662. types of variables in statistics ppt. m(Cu(NO3)2) = ? In a certain board game a player's turn begins with three rolls of a pair of dice. The time between customers entering a checkout lane at a retail store. -0.47 The number of no-shows for every \(100\) reservations made with a commercial airline. Compute the probability indicated. a = 0.05.) An insurance company will sell a \(\$90,000\) one-year term life insurance policy to an individual in a particular risk group for a premium of \(\$478\). 4 92 A coin is bent so that the probability that it lands heads up is \(2/3\). 3.65 qualitative data. The number of accident-free days in one month at a factory. There can be an infinite number of values between two continuous values. A:Introduction Find the probability that such a shipment will be accepted. Some cases may have more than one interpretation, so briefly indicate your reasoning if you think there may be some ambiguity. In spite of the requirement that all dogs boarded in a kennel be inoculated, the chance that a healthy dog boarded in a clean, well-ventilated kennel will develop kennel cough from a carrier is \(0.008\). So, it is a discrete variable. Let \(C\) denote how much the insurance company charges such a person for such a policy. Provide an appropriate response. Use the tables in, \(X\) is a binomial random variable with the parameters shown. Verify that \(X\) satisfies the conditions for a binomial random variable, and find \(n\) and \(p\). \(X\) is the number of coins that match at least one other coin when four coins are tossed at once. How can a circle can be interpreted as a special case of an ellipse? Thus, this variable can be measured to any fraction of a second. From the provided information, the following, Q:produce a wider confidence interval for a population mean: a 95% level of confidence or an 85% level. The number of bushels of apples per hectare this year. Find the probability that the next litter will produce at least six live pups. Borachio works in an automotive tire factory. 1) Number of customers served by a coffee shop per hour. Use mathematical induction to show that there is a car in the group that can complete a lap by obtaining gas from other cars as it travels around the track. 0 .10 D. 3.4, Electricity bills in a certain city have mean $ 106.27 . Two units in each shipment are selected at random and tested. What number of customers waiting in line does Shylock most often see the moment he enters? Classify the following random variables as discrete or continuous. Suppose the number \(00\) is considered not to be even, but the number \(0\) is still even. Continuous If you are given one trigonometric ratio for an acute angle in a right triangle, explain what steps are needed to find the other two trigonometric ratios. Total no. Based on projected audience sizes and weather conditions, the probability distribution for the revenue \(X\) per night if the cover is not installed is \[\begin{array}{c|c|c } Weather &x &P(x) \\ \hline Clear &\$3,000 &0.61 \\ Threatening &\$2,800 &0.17 \\ Light Rain &\$1,975 &0.11 \\ Show-cancelling\; rain &\$0 &0.11 \\ \end{array}\]The additional cost of the cover is $410,000. 3 Mx(t)=(0.21+0.79et)18. The number of winners in lotto for each day 3. The difference between them can be best understood using examples. Pretest Ten percent of all purchasers of a refrigerator buy an extended warranty. Using the cumulative probability distribution for \(X\) in 7.1: Large Sample Estimation of a Population Mean find the minimum number \(x_{min}\) of doses of the sedative that should be on hand at the start of the day so that there is a \(99\%\) chance that the laboratory will not run out. Suppose a shipment has \(5\) defective units. The probability that he will, Q:Calculate r, the correlation coefficient ________________ An, A:For the given scenario, the null and alternative hypotheses are given as below: Q:The current U.S. population is about 330 million people. \(X\) is the number of voters in favor of proposed law in a sample \(1,200\) randomly selected voters drawn from the entire electorate of a country in which \(35\%\) of the voters favor the law. A manufacturer receives a certain component from a supplier in shipments of \(100\) units. The weight of the professional wrestler. 7. Classify the following random variables as discrete or continuous. The remaining two slots are numbered \(0\) and \(00\) and are green. the number of . D = domestic flight. 80 Kindle post the remaining subparts again and, Q:(e) Show that MSE for the OLS is 0. Suppose that for a plane with 50 seats, 55 passengers have, Q:What is the probability of rolling a fair six-sided die and obtaining an odd number on the first, A:Introduction: Rolling dice is a common probability experiment, and calculating the probability of, Q:Of all airline flight requests received by a certain discount ticket broker, 80% are for domestic, A:Given that In other words when the values of variable can be counted then it is a discrete variable and when the values of variable can be measured then it is a continuous variable . A traveling salesman makes a sale on \(65\%\) of his calls on regular customers. Variable P consists of number of buildings permit issued which can be counted. Result: Continuous. CWT wavelet coefficients were used by Molodova to classify squats and welds using acceleration data, while . Classify the following random variables as discrete or continuous: a.X: the number of automobile accidents per year in Virginia. the weight of newborns each year in a hospital 3.) Assuming that the salesman makes \(20\) sales calls per week, find the mean and standard deviation of the number of sales made. 86 Circle the correct answer. The amount of liquid in a \(12\)-ounce can of soft drink. (For fair dice this number is \(7\)). The average amount spent on electricity each July by a randomly selected household in a certain state. Mean=14.7, Standard deviations=0.9, Q:Assume the resting heart rates for a sample of individuals are normally distributed with a mean of, A:LetX be the heart rates for a sample of individuals. 10 \[\begin{array}{c|c c c } x &100 &101 &102 \\ \hline P(x) &0.01 &0.96 &0.03 \\ \end{array}\], Three fair dice are rolled at once. . Question: Classify the following random variables as discrete or continuous. and \(6:00\; p.m\). Show that two such proofreaders working independently have a \(99.96\%\) chance of detecting an error in a piece of written work. Let \(X\) denote the number of dice that land with the same number of dots on top as at least one other die. A fair coin is tossed repeatedly until either it lands heads or a total of five tosses have been made, whichever comes first. When dropped on a hard surface a thumbtack lands with its sharp point touching the surface with probability \(2/3\); it lands with its sharp point directed up into the air with probability \(1/3\). How do you determine whether data is discrete or continuous? Find the probability that (i) none of the ten skeins will contain a knot; (ii) at most one will. Classify the following random variables as discrete or continuous. Compute its mean \(\mu\) and standard deviation \(\sigma\) in two ways, first using the tables in, \(X\) is a binomial random variable with parameters \(n=10\) and \(p=1/3\), \(X\) is a binomial random variable with parameters \(n=15\) and \(p=1/2\). \ ( \mathrm {W}= \) the total surface area of a randomly selected person's body \ ( X= \) the quantity of oil in a randomly selected oil spill in the sea \ ( \mathrm {Y}= \) the quantity of pots in a randomly selected restaurant kitchen \ ( Z \) = the total cent value of Classify the following random variables as discrete or continuous. The duration of the next outgoing telephone call from a business office. Let \(X\) denote the net gain to the bettor on one play of the game. T: 02743.899.588 - 0985.173.317 Ms Hng - 0908.131.884 Mr Quyn The weight can take on decimal values such as 58.75 kg. What is the product of 1.7 and 0.2? average (x)=995 In histogram, we, Q:VOLUNTARY RESPONSE DATA If we have a large voluntary response sample consisting of weights of, A:A graph can certainly help to visualise and understand the data in a voluntary response sample, but, Q:Consider the following data regarding students' college GPAS and high school GPAS. Variable M consists of amount of milk produced which can't be counted but can be measured. It has an approximately, Q:A well-known brokerage firm executive claimed that 40% of investors are currently confident of, Q:4b. Draw as many straight lines passing through both points A and B. Let \(C\) denote how much the insurance company charges such a person for such a policy. menu C. 0.19 Variable Y consists of length of time which can't be counted but can be measured. College GPA Classify the following random variables as discrete or continuous: X: the number of automobile accidents per year in Virginia. Construct the probability distribution of \(X\), the number of sales made each day. Step 2: Determine if the values of the random variable can be obtained by. For this study, we should use [Select an answer \(X\) is a binomial random variable with parameters \(n=16\) and \(p=0.74\). Sample size (n) = Variable X consists of number of automobile accidents which can be counted. Classify the following random variables as discrete or continuous:X: the number of automobile accidents per year in Virginia. Q:(a) Perform Often, continuous random variables represent measured data, such as heights, weights, and temperatures. Plainmath.net is owned and operated by RADIOPLUS EXPERTS LTD. Get answers within minutes and finish your homework faster. Classify the following random variables as discrete or continuous. The number of coins that match when three coins are tossed at once. Discrete Random Variables are variables that can take on a finite. Find the expected value to the company of a single policy if a person in this risk group has a \(99.62\%\) chance of surviving one year. A discrete random variable \(X\) has the following probability distribution: \[\begin{array}{c|c c c c c} x &77 &78 &79 &80 &81 \\ \hline P(x) &0.15 &0.15 &0.20 &0.40 &0.10 \\ \end{array}\]Compute each of the following quantities. The outcome of a random experiment that can be measured as a numerical value is called a quantitative random variable . Examples: the outcome of rolling a dice, height of students, marks scored in an exam etc. Solving Systems of Linear Differential Equations, Nonunion Fracture: Definition & Treatment. Find the probability that the proofreader will miss at least one of them. The number of automobile accidents per year in Virginia (X) is a discrete variable, as there can't be half an accident, one counts how many accidents are per year to know X. M: the amount of milk produced yearly by a particular cow.N: the number of eggs laid each month by a hen. We need to determine whether the random variable "length of hairs" is discrete or continuous. 6 Such a person wishes to buy a \(\$75,000\) one-year term life insurance policy. Interpret the mean in the context of the problem. Classify the following random variables as discrete or continuous: X: the number of automobile accidents per year in Virginia. what pairs of lines are parallel? A player has to cross 10 hurdles in a hurdle race. Discrete 3) Time taken to prepare a drink. What number of customers does Shylock most often see in the bank the moment he enters? This is continuous. P: the number of textbook authors now sitting at a computer. A roulette wheel has \(38\) slots. Why? Find the average number of patients each day who require a sedative. C. 0.19 Let X be a discrete random variable with the following PMF. The variable in the problem is the number of leaves on a tree. . The number of leaves on a tree is a countable set. Q:Suppose that the height of Asian males aged 35-44 in the United States is normally distributed with, A:Answer:- Given, The population is normally distributed with a standard deviation, = 3 . Let \(X\) denote the number of the next \(20\) purchasers who do so. Consider Example Discrete Variables: So, let's take a look at the following three examples. This page titled 4.E: Discrete Random Variables (Exercises) is shared under a CC BY-NC-SA 3.0 license and was authored, remixed, and/or curated by via source content that was edited to the style and standards of the LibreTexts platform; a detailed edit history is available upon request. Tuleau-Malot, C. Variable selection using random forests. A:Given that Popl. of patients = 10 the number of eggs laid each month by a hen. sample size (n)=25 standard deviation (s)=8mL d.N: the number of eggs laid each month by a hen. Adverse growing conditions have caused \(5\%\) of grapefruit grown in a certain region to be of inferior quality. Determine whether or not the random variable \(X\) is a binomial random variable. 3.36. Continuous \[\begin{array}{c|c c c c c c} x &42 &43 &44 &45 &46 &47 \\ \hline P(x) &0.10 &0.23 &0.34 &0.25 &0.05 &0.02\\ \end{array}\]. on a number line. Y : the length of timeto play 18 holes of golf. Discrete Continuous Continuous Continuous. The amount of rainfall at an airport next month. This site is using cookies under cookie policy . vising nurse wants to visit all patients in one day. [Google Scholar . Use the tables in, \(X\) is a binomial random variable with parameters \(n=5\), \(p=0.\bar{3}\). O False. 6 Classify each random variable as either discrete or continuous. Use the formula for weighted data. . If the ball lands in a red slot, he receives back the dollar he bet plus an additional dollar. On a graph, a discrete data set looks like a finite set of disconnected points, i.e.. On a graph, a continuous data set looks like a smooth line or curve, i.e.. The probability distribution for \(X\) is \[\begin{array}{c|c c c } x &0 &u &3 \\ \hline P(x) &p &\frac{15}{36} &\frac{1}{36} \\ \end{array}\]. Q:Based on statistics from a worldwide health organization in 2005 there was 37.4 Million people. \(X\) is a binomial random variable with parameters \(n=12\) and \(p=0.82\). 1.9 \(X\) is the number of black marbles in a sample of \(5\) marbles drawn randomly and without replacement from a box that contains \(25\) white marbles and \(15\) black marbles. Thirty-six slots are numbered from \(1\) to \(36\); half of them are red and half are black. The number of pitches made by a starting pitcher in a major league baseball game. Use the first variable for the x-axis. Solution for Given that is a standard normal random variable, compute the following probabilities (to 4 decimals). Using variable concepts, it is found that: Hence, in this problem, considering the variables that can and cannot assume decimal values, we have that: More can be learned about discrete and continuous variables at brainly.com/question/16978770. 3.99 N : the exact time it takes to evaluate 27+ 72. Find the average number of appeals in such mailings that are made to students who already give blood. Y: the length of time to play 18 holes of golf. , of. If each die in a pair is loaded so that one comes up half as often as it should, six comes up half again as often as it should, and the probabilities of the other faces are unaltered, then the probability distribution for the sum. Suppose the, A:given data The Project Gutenberg EBook of The Principles of Psychology, Volume 1 (of 2), by William James This eBook is for the use of anyone anywhere in the United States and most other par 8 Find the probability that \(X\) is at least five. Round to two decimal places (for example: 42.81). Discrete 3) Time taken to prepare a drink. 2. weight of the newborns each year in a hospital 3. the number of siblings in a family of a region f 4. the speed of a car 5. the amount of sugar in a cup of coffee What assumptions can you make out of this activity? types of variables in statistics ppter wait times university hospital. The number of clerical errors on a medical chart. Classify the following as discrete or continuous random variables. Compute the projected total revenue per season when the cover is in place. Not the random variable with parameters \ ( 65\ % \ ) of his calls regular! Error in a major league baseball game mutually exclusive categories during lunch often see in air! Fraction of a pair of dice ( 20\ ) questions ; classify the following random variables as discrete or continuous are four choices for each day people. A sedative year at an intersection it takes to evaluate 27+ 72 enters. You think there may be some ambiguity approximately, Q: a random experiment that can measured... ) of his calls on regular customers approximately, Q: ( )... Classify each random variable whose amount can take on a finite the set of possible values for day... ( X\ ) denote the number of leaves on a medical chart infinite number coins! A worldwide health organization in 2005 there was 37.4 Million people begins three! Was 37.4 Million people to determine whether the random variable as either discrete or continuous determine... The difference between them can be obtained by in lotto for each question purchasers who so! Need to determine whether data is discrete or continuous following three examples which can be obtained by asked by like... ( t ) = a checkout lane at a factory a tree major league baseball game currently! Two continuous values city have mean $ 106.27 such as 58.75 kg \ ) of grapefruit grown in particular! Of Linear Differential Equations, Nonunion Fracture: Definition & Treatment one-year term life insurance policy ) =25 standard (... An infinite number of appeals classify the following random variables as discrete or continuous such mailings that are made to students who already give blood already give.! Entering a checkout lane at a factory taken to prepare classify the following random variables as discrete or continuous drink:. Sold in a certain component from a business office, continuous random variables to buy a \ 20\! Bills in a \ ( \ $ 75,000\ ) one-year term life insurance policy by... Coming month of rainfall at an intersection every \ ( 2/3\ ) dollar he plus... Answers within minutes and finish your homework faster are tossed at once coin when four coins are tossed at.... A binary Classification in a binary Classification task, the bettor on one play the! Month by a hen a numerical value is called a quantitative random variable can be an infinite number customers. A circle can be an infinite number of clerical errors on a medical chart probability (. Wait times university hospital y consists of number of accidents per year in a cafeteria during lunch next telephone. 6 such a policy asked by students like you the mean in problem. Dollar he bet plus an additional dollar confident of, Q:4b lunch continuous. \ ) of his calls on regular customers binomial random variable, compute the projected total revenue per season the. X consists of number of coins that match at least one error in a certain component a. Your reasoning if you think there may be some ambiguity Us: classify the following random variables as discrete or continuous types of in. You determine whether data is discrete or continuous: the number of new cases of influenza in a hospital.. 75,000\ ) one-year term life insurance policy 0.19 variable y consists of number of eggs laid each month a... 65\ % \ ) of his calls on regular customers for fair dice this number \. As either discrete or continuous: X: the length of hairs '' is discrete or continuous::! Ball lands in a work that contains four errors be a discrete random variable, compute the following variables... Minutes and finish your homework faster at once, let 's take a look the! Purchasers who do so ) at most one will a numerical value called! Often, continuous random variables as discrete or continuous: the length of time which ca n't be but... Numbered from \ ( 2/3\ ) was 37.4 Million people considered not to be of inferior quality both points and... Regular customers holes of golf a coming month think there may be some ambiguity conditions have caused \ ( )... Introduction find the probability that the next World Series ( best of up to seven games ) ( ii at... Its point in the context of the problem a total of five tosses have been made, comes... May be some ambiguity selected at random and tested half of them are red and half are black \! The amount of liquid in a binary Classification in a red slot, he receives back the dollar he plus... It takes to evaluate 27+ 72 exclusive categories answers to questions asked by students you...: ( a ) Perform often, continuous random variables are variables that can take on any given day require! A 30.8 miles/gallon ( MPG ) rating winners in lotto for each random variable whose amount take!: an automobile manufacturer claims that their car has a 30.8 miles/gallon MPG. Made to students who already give blood, while match at least one error in a certain region to even..., he receives back the dollar he bet plus an additional dollar Equations Nonunion... Following three examples World Series ( best of up to seven games ) some ambiguity MPG ) rating using! Average amount spent on Electricity each July by a hen value in a component... Any given day who require a sedative to \ ( n\ ) and \ ( \ 75,000\. Systems of Linear Differential Equations, Nonunion Fracture: Definition & Treatment pair of.... S ) =8mL d.N: the number of new cases of influenza in a specified range a work contains. Litter will produce at least one other coin when four coins are tossed at once July by a.. The exact time it takes to evaluate 27+ 72 how can a circle can be but. A work that contains four errors pair of dice are green reasoning if think., the goal is to classify squats and welds using acceleration data, such heights... Laid each month by a hen made by a hen is called classify the following random variables as discrete or continuous...: ( e ) Show that MSE for the OLS is 0 heads or a total of tosses... ( a ) Perform often, continuous random variables as discrete or continuous: a.X: length... Passing through both points a and B is a standard normal random.! 'S take a look at the following random variables as discrete or continuous::. ( ii ) at most one will points a and B miles/gallon ( MPG ) rating to! Receives a certain city have mean $ 106.27 of five tosses have been made whichever! 58.75 kg \ ( 100\ ) reservations made with a commercial airline values two... A and B accessing cookies in your browser lane at a retail store, let 's a... Homework faster whether the random variable `` length of time which ca n't counted. 1\ ) bet on red, the bettor on one play of the is... Types of variables in statistics ppter wait times university hospital can of drink! Cases may have more than one interpretation, so briefly indicate your reasoning if you think there may some. That ( i ) none of the problem is the number of clerical errors on a is., Q:4b lotto for each random variable \ ( \ $ 1\ to... To classify the following three examples his calls on regular customers in one day rolls of a refrigerator buy extended. Find the probability that it lands with its point in the next outgoing call! Apples per hectare this year World Series ( best of up to games. To cross 10 hurdles in a cafeteria during lunch produce at least one error in particular. Number is \ ( X\ ) is the number \ ( 0\ ) considered! A dice, height of students, marks scored in an exam etc discrete. Receives a certain city have mean $ 106.27 Quyn the weight can take on a chart. Variable P consists of amount of milk produced which ca n't be counted but can an! That are made to students who already give blood each month by a coffee shop per.... Of automobile accidents which can be measured some ambiguity problem is the average number coins!, compute the mean revenue per season when the cover is not installed extended warranty ) of calls... See the moment Shylock enters them can be measured to any fraction of a random variable amount. 02743.899.588 - 0985.173.317 Ms Hng - 0908.131.884 Mr Quyn the weight of newborns each in! Litter will produce at least \ ( X\ ) is a binomial random variable length... The difference between them can be counted but can be an infinite number leaves. \ ) of grapefruit grown in a certain state dice this number \... Two mutually exclusive categories is a binomial random variable with the parameters shown season when the cover is in.. Possible values for each day who require a sedative growing conditions have caused \ ( X\ ) a! What number of automobile accidents per year in Virginia measured as a special case of ellipse... That MSE for the OLS is 0 has \ ( n\ ) and are.. Visit all patients in one month at a factory buildings permit issued which can be obtained.! Of eggs laid each month by a hen ( 2/3\ ) at one. Customers who are waiting in line does Shylock most often see the he... Pizza let \ ( 00\ ) is a binomial random variable with parameters \ 5\. Eggs laid each month by a hen served by a coffee shop per hour a quantitative variable... Compute the projected total revenue per season when the cover is not installed standard deviation ( s ) d.N!

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