The function h(x) is represented by the graph below. Another
function, g(x), is the result of transforming h(x) such that
g(x) = h(-x) + 4. Describe the transformations performed on h(x)
to create g(x), and define the function h(x). Find the function g(x)
and sketch the graph of g(x).
110

The function h(x) is represented by the graph below. Anotherfunction, g(x), is the result of transf

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Ответ:

ashleyprescot05

06.09.2020

Mathematics

Step-by-step explanation:

$7^{y} = x$

To convert a function from Logarithmic form to Exponential form simply means to write the equation in form of exponents or powers e.g. 10^4

The given function is:

$log_{7}x = y$

To put this in exponential form, we have:

$7^{y} = x$

This means that y is the exponent of 7 that will yield x.

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The function h(x) is represented by the graph below. Anotherfunction, g(x), is the result of transforming h(x) such thatg(x) = h(-x) + 4. Describe the transformations performed on h(x)to create g(x), and define the function h(x). Find the function g(x)and sketch the graph of g(x).110