Question

In two or more complete sentences, identify the parent function, and describe the transformations that were applied to obtain the graph, f(x)=√2x+6+2
PLEASE ASAP!!

Answer 1

The Parent Function is f(x) = $\sqrt{x}$

What is parent function ?

A parent function represents the collection of some functions, i.e. family of functions. It is the simplest form of a family of functions.

A parent function always maintain the same highest degree and the same shape in graph with family of the parent function.

What is the required parent function ?

The required parent function is f(x) = $\sqrt{x}$   i.e. y = $\sqrt{x}$

What are the required transformations ?

To get the given equation f(x) = $\sqrt{2x +6} + 2$

We first multiply 2 with x, we get f(x) = $\sqrt{2x}$

Then we move this 6 units to the left, we get f(x) = $\sqrt{2x+6}$

Now, We have to go 2 units downwards, then f(x) =$\sqrt{2x +6} + 2$

Hence, The given equation.

Learn more about parent function at:

brainly.com/question/3136560

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