review the table of values for function h(x). what is the limit? lim h(x) x→10+ x h(x) 9.9 12.7 9.99 12.97…

review the table of values for function h(x). what is the limit? lim h(x) x→10+ x h(x) 9.9 12.7 9.99 12.97 9.999 12.997 9.9999 12.9997 10 undefined 10.0001 18.5004 10.001 18.504 10.01 18.54 10.1 18.9 12.5 19 13 18.5

review the table of values for function h(x). what is the limit? lim h(x) x→10+ x h(x) 9.9 12.7 9.99 12.97 9.999 12.997 9.9999 12.9997 10 undefined 10.0001 18.5004 10.001 18.504 10.01 18.54 10.1 18.9 12.5 19 13 18.5

Answer

Explanation:

Step1: Understand right - hand limit

The notation $\lim_{x\rightarrow10^{+}}h(x)$ means we are looking at the values of $h(x)$ as $x$ approaches 10 from the right (values of $x$ greater than 10).

Step2: Examine table values

We look at the values of $h(x)$ for $x = 10.0001,10.001,10.01,10.1$. As $x$ gets closer and closer to 10 from the right, the values of $h(x)$ are approaching 18.5.

Answer:

18.5