Questions: Assume a function increases by a constant percentage rate. This is a(n) exponential function. quadratic linear logarithmic

Assume a function increases by a constant percentage rate. This is a(n) exponential function. quadratic linear logarithmic
Transcript text: Score: 0/450 Question Value: 1 Assume a function increases by a constant percentage rate. This is a(n) exponential $\qquad$ function. quadratic linear logarithmic
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Solution

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Solution Steps

To determine the type of function that increases by a constant percentage rate, we need to recognize that this describes exponential growth. An exponential function increases by a constant percentage rate, unlike linear, quadratic, or logarithmic functions.

Step 1: Identify the Type of Function

We need to determine the type of function that increases by a constant percentage rate. This type of growth is characteristic of an exponential function.

Final Answer

The function that increases by a constant percentage rate is an \(\text{exponential}\) function.

\[ \boxed{\text{exponential}} \]

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