Find the average rate of change over the interval [0, 4] for both Table A and Equation B. Table A

X: 0,2,4,6

Y: 0,4,16,36

Equation B

f(x) = 2x-1

hel pleas

Our required percentage would be 57%.

Step-by-step explanation:

Since we have given that

Probability of applicants with a Math SAT of 700 or more were admitted = 34%= P(A|E)= 0.34

Probability of applicants with a Math SAT of less than 700 were admitted = 16% = 0.16 = P(A|E')

Probability of all applicants had a Math SAT score of 700 or more = 38% = 0.38=P(E)

Probability of all applicants had a Math SAT score of less than 700 = 100-38=62% = 0.62=P(E')

So, using Bayes theorem, we get that

Probability of admitted applicants had a Math SAT of 700 or more P(E|A)  is given by

Hence, our required percentage would be 57%.