An electronic manufacture has found that only 1 out of 350 of is television sets is defective. You are ordering a shipment of television sets for the electronic store where you work. How many television sets can you order before the probability that you'll receive at least one defective TV set reaches 50%?
So first, I need to find 1-P(none are defective) to find what is defective.
1- P(349/500)^n
I know next, I have to do something with a log bu I cannot remember
So first, I need to find 1-P(none are defective) to find what is defective.
1- P(349/500)^n
I know next, I have to do something with a log bu I cannot remember