Please help with both parts. Thank you.

6 4) Suppose the president has a 60% approval rating among voters. Twelve voters are randomly selected and asked if they approve of the president. The population is so large that, while sampling is not done with replacement, this does little to affect the independence of the trials. We want to know the probability that seven of the 12 voters approve of the president. Part A) explain why this is a binominal experiment, select all that applies. There are randomly selected voters Each voter is independent of each other the probability of success is the same through out the experiment Each trail has only two outcomes The trails are done without replacement What are the values of n: [ Select ] p: [ Select ] g: [ Select ] X: [ Select ] nex: [ Select ] P(x=7) = [ Select ]