Question

value of e to the power of negative 1​

Answer 1

Answer:

your answer is e^(-x) or exp(-x) is equal to 1/(e^x) or 1/exp(x). The negative exponent -1 always means “inverse.”

Answer 2

The value of e to the power of negative 1 is 0.367.

Given: e to the power of negative 1.

To find: We have to find its value.

Solution:

e is called Euler's number and has a value of 2.71.

Now if we add a negative one or -1 to the power of e.

The expression is-

${e}^{ - 1} \\ = \frac{1}{e}$

Thus negative power to a term is equal to its inverse.

The value of 1/e will be-

$1 \div 2.71 = 0.367$

Thus the value of e to the power of negative 1 is 0.367.