Question

Which function represents exponential growth?

A. Y=35(1.35)^x
B. Y=35(0.35)^x
C. Y%35/1.35^x
D. Y%35x^1.35

Answer 1

Option A, Y=35(1.35)^x, represents exponential growth.

Step-by-step explanation:

To represent exponential growth, we need a function where the rate of growth is constant.

Option A, Y=35(1.35)^x, represents exponential growth because the base of the exponent (1.35) is greater than 1, meaning the function will increase exponentially as x increases.

Answer 2

A. Y=35(1.35)^x

Step-by-step explanation:

Find the function that represents expontial growth

Exponential function is in the form of y=ab^x

When the value of b is >1 then it represents exponential growth

When the value of b is <1 then it represents exponential decay

In this exponential function Y=35(1.35)^x

The value of b is 1.35

the b value is greater than 1 so it is an exponential growth equation.