calculate-the-value-of-bb-that-makes-the-function-pxbx-and-nbspif-and-nbspx-and-

Question

Calculate the value of bb that makes the function p(x)={bx, if x0x2−2x, if x≥0p\left(xight)=\begin{cases}bx	ext{, if }x differentiable everywhere.

Accepted Answer

−2-2

Answer

00

Answer

22

Answer

11

Calculate the value of bb that makes the function p(x)={bx, if x<0x2−2x, if x≥0p\(\left\)(x\(\right\))=\(\begin{cases}\)bx\(\text{, if }\)x<0\\ x^2-2x\(\text{, if }\)x\(\ge\)0\(\end{cases}\) differentiable everywhere.