Question

Solve by simulating the problem.

You have a 5-question multiple-choice test. Each question has four choices. You don’t know any of the answers. What is the experimental probability that you will guess exactly three out of five questions correctly?
PLEASE HELPPP!!!!

Answer 1

i still dont understand

Answer 2

Okay, so there are 5 questions, and you need to find the probability of getting three of them right. This is represented by 3/5. There are four possible answers to each question. Assuming that only one of them is correct, your chance of blindly guessing and getting it correct is 1/4, or 25% of the time. Anyways, your two ratios/fractions are 3:5 and 1:4
But then you run into a problem. This is experimental probability and, in order for you to test experimental probability, you must first do an experiment. You should find a test, just like the one you described, and then see how many times you get exactly 3/5 correct. I'll keep on working on this to see if I can figure it out.

Answer 3

ok thanx tell mhee when you get threw

Answer 4

Yes, I found that in order to get the result, you need to first simulate this by doing an experiment. It says so in the question: Simulate the problem. Is there a way you can think of that you could simulate the experiment?