Guests at a dinner event can choose 1 of 4 appetizers, 1 of 5 main dishes, and 1 of 2 desserts. Jay and Kim are seated next to each other, and learning they ordered the same dinner combination, decide it must be fate that they should be best friends. What was the probability that Jay and Kim would have chosen the same dinner combination if both chose randomly?
There are 4 appetizers,5 main dishes and 2 desserts. So there are total 4*5*2= 40 choices.
One of the two friends can choose any combination of these in 40 ways. So probability of his choosing is 40/40 =1.
Another can choose the one combination which first friend has chosen.
So the probability of choosing that combination is 1/40
So, probability of choosing same combination is 1*(1/40)= 1/40
Guests at a dinner event can choose 1 of 4 appetizers, 1 of 5 main dishes,...
1- If four alphabets are to be chosen from L, M, N, O, P, Q such that repetition is not allowed then in how many ways it can be done? 2- Sally must choose a 5-digit PIN. Each digit can be chosen from 0 to 9 and the same digit can be used repeatedly. How many possible PIN numbers can be created? 3- Jenny has 8 tops, 5 bottoms, 2 belts, and 2 bracelets. Assuming that everything matches, how many...
I have added the pictures for decision case 21-1 as per
requested in the instructions from the textbook....if solved in
detail and calculations shown would be really helpful
Instructions: 1. Complete the requirements for Decision Case 21-1 on page 1197 of your textbook. Show all calculations and include references for your supporting documentation 2. In addition to the requirements in the textbook (#1-4), please prepare a CVP graph of your results for requirements #1 and #2 using Exhibit 21-8 and...
I have posted the decision case 21-1 as instructed in the
first picture....
Please show the calculations for my better understanding and
the second part of the question also requires a CVP graph I also
need help of how it is suppose to be drawn
Instructions: 1. Complete the requirements for Decision Case 21-1 on page 1197 of your textbook. Show all calculations and include references for your supporting documentation In addition to the requirements in the textbook (#1-4), please...