Please, help me to solve this problem.

Name: MTH 243 - PCC (Trude) Binomial Probability noid ant beilizeslo vilmavinu spiel s to alol Hede bris insbule ni bethisq zotus to vovrue mobnib A The Set Up Weldsi ers ni nese as , nigho to vinuco . Each trial has only two possible outcomes (generally designed as success/failure) . There are a set number of trials, n MRonema The probability of success, p remains the same for each trial The trials are independent. (The outcome of one trial has no influence on the next Sobsm nsolismA al inebute a vd navib 180 6 viilidsdong art ai tedW .5 Defining the Model X = the number of successes in n trials X ~ Binomial(n, p) Syedmer fist s VE(X) = np tris nevin sbern-SD(X) = Vnpq silidedong arif zi tentW .d Practice = P(A) 1. Suppose a computer chip manufacturer rejects 3% of the chips produced overall because they fail presale testing. You select 30 chips at random from the day's production. to yumuco al a. What's the probability of getting exactly 2 bad chips? tasinilid b. What's the probability of getting at most 1 bad chip? ifa s mont mobnai is bis s walb uoY .E What's the probe fboyal di fadi navia cheerd s a] baco err villidsdeng eds al fordW .s c. What's the probability of getting more than 3 bad chips? Sheed s al fi zeris nevia , ben a biso ends villidsdong ord? ai tedW .d d. What is the expected number of bad chips? With what standard deviation? Sbe 2. Ken Griffey Jr. has a lifetime batting average of .305. (This is the probability of getting a hit). If he batted 5 times in one game, what is the probability that he gets at least 3 hits? fbiso sool s al il feld nevis , neoup s al bing eds villidedong arid ai tanW .b