Question

Find the exponential equation for the given information.

A) y = 2^x
B) y = e^2x
C) y = 1.65^2.40
D) y = 2.40^x

Answer 1

To find the exponential equation for the given information, we identify the base and exponent for each equation and write them in exponential form.

Step-by-step explanation:

To find the exponential equation for the given information, we need to identify the base and the exponent. Let's go through each option:

A) The equation y = 2^x represents exponential growth with a base of 2.

B) The equation y = e^2x represents exponential growth with a base of the constant e (approximately 2.7183).

C) The equation y = 1.65^2.40 represents exponential growth with a base of 1.65 and an exponent of 2.40.

D) The equation y = 2.40^x represents exponential growth with a base of 2.40.

Therefore, the exponential equations for the given information are:

A) y = 2^x

B) y = e^(2x)

C) y = 1.65^(2.40)

D) y = 2.40^x