Mathematics: What is the domain of the function g(x)=5^2x? a-x 0 b-x 0 c- all real numbers d- all positive real numbers

What is the domain of the function g(x)=5^2x?

Ответ:

linacelina6027

11.03.2022

The domain of a function is a set of values that will map the function to a set of range.

for function $g(x)=5^{2x}$ the domain can be any numbers, for example:

$g(0)=5^{2*0}=5^0=1$
$g(3)=5^{2*3}=5^6=15625$
$g(-4)=5^{2*-4}=5^{(-8)}= \frac{1}{390625}$

C - all real numbers

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Ответ:

michaelowenmccollum

08.09.2021

Mathematics

The answer is x=75,so the first option. Hope i helped

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What is the domain of the function g(x)=5^2x? a-x> 0 b-x< 0 c- all real numbers d- all positive real numbers

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