Bitch..... Like this problem should be so easy to me, but my mind is going BLANK.
Acceptance Sampling: With one method of the procedure called acceptance sampling, a sample of items is randomly selected without replacement, and the entire batch is rejected if there is at least one defect. The Newport Gauge Company has just manufactured a batch of aircraft altimeters, and 3% are defective.
a) If the batch contains 400 altimeters and two of them are selected without replacement and tested, what is the probability that the entire batch will be rejected?
b) If the batch contains 4000 altimeters and 100 of them are selected without replacement and tested, what is the probability that the entire batch will be rejected?
So I was trying to do it as a complement probability problem. so if p=.03 for defective tires then the probability of a good tire is .97 percent and the P( of getting all non defective tires) would be .97^100= 0.0475. So the probability of getting a defective tire and the entire batch being rejected is 1-0.0475= 0.952. I don't think I'm doing them right.

Someone please help me.
Edit: Nevermind! I'm ashamed I even asked after finally figuring it out.