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The function G (X) was obtained by transforming F (X)=1/x. The function F (X) is reflected about the x-axis and translate it up 12 units. Which equation represents G(x)?

The function G (X) was obtained by transforming F (X)=1/x. The function F (X) is reflected-example-1

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EXPLANATION

Given the function f(x)= 1/ x

Reflecting it about the x-axis, give us the function f(x) = -1/x

Translating it up 12 units will give us the following function:


f_{\text{transformed}}(x)=-(1)/(x)+12

The function g(x) is as shown as follows:


g(x)=-(1)/(x)+12

The function G (X) was obtained by transforming F (X)=1/x. The function F (X) is reflected-example-1
The function G (X) was obtained by transforming F (X)=1/x. The function F (X) is reflected-example-2
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