Suppose y 3gx 1 represents a transformation of the functio

Suppose y = 3g(x + 1) represents a transformation of the function g(x). If g(x) contains the point (5, 1/3), then what point would be on the transformation of g(x)? The function s(t) gives the distance (miles) in terms of time (hours). If the average rate of change of s(t) on 0 lessthanorequalto t lessthanorequalto 4 is 70 mph, what is the average rate of change of 1/2 s(t) on this interval?

Solution

3)given transformation y=3g(x+1)

g(x) contain point (5,1_/3)

for point on transformation of g(x)

x+1=5

=>x=4

y=3(1_/3)

=>y=1

point that would be on  transformation of g(x) is (4,1)