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Find the approximate value of h(-2) for the function below.

Find the approximate value of h(-2) for the function below.-example-1

2 Answers

4 votes

Answer:

D.) 61.57

Explanation:

h(x) = 19*(e^x) + 59

h(-2) = 19* e^(-2) + 59

h(-2) = 19 /(7.389056) + 59 = 61.571370

...2, 59, 78....

User Kidnim
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6 votes

The value of h(x) at x = -2 is 61.57.

How to find the value of exponential function.

An exponential function is a mathematical function in the form

f(x) = abˣ,

where b is a positive constant.

Given that

h(x) = 19eˣ + 59

To find the value of the exponential function when x = -2

Substitute x = -2 into the equation and simplify

Therefore,

h(-2) = 19e⁻² + 59

Use logarithmic rule

= 19/e² + 59

e² = 7.389

= 19/7.389 + 59

= 2.571 + 59

= 61.571

The value of h(x) at x = -2 is 61.57

User Chadit
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3.6k points