Mathematics: The function f(x) =2^x and g(x) =f(x)+k. if k=2, what can be concluded about the graph of g(x)? the graph of g(x) is shifted the graph of g(x) is shifted horizontally

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The function f(x) =2^x and g(x) =f(x)+k. if k=2,

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03.01.2022

The graph is shifted vertically by 2 units and horizontally by 0 units.

Step-by-step explanation:

If k is added as 2^x + k, that's a vertical shift.

If k is added as 2^(x + k), that's a horizontal shift.

The same goes for both addition and subtraction.

I hope that helps!

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