### Home > CALC > Chapter 7 > Lesson 7.2.4 > Problem 7-103

7-103.

Find values for *, *, and

*so that*

*below is continuous and differentiable for all values of*

*.*

Continuous implies that the pieces of the function agree at the boundary points.

Differentiable implies that the pieces of the derivative agree at the boundary points.

For each boundary point, and

*, write and solve a system of equations.*

One equation connects

*, the other connects*

*.*