Question

Given x , y , z in AP and x^2 , y^2 , z^2 in GP and average of x , y , z is 1/2 and x<y<z find 'z' ?​

Answer 1

Answer:

A={X belongs to R: -1<=X<=1}=B. Show that f:A-> B given by f(x)= x|x| is a bijection

Step-by-step explanation:

Given x , y , z in AP and x^2 , y^2 , z^2 in GP and average of x , y , z is 1/2 and x<y<z find 'z' ?