Question

How does the graph of y = sqrt(x) + 2 compare to the graph of the parent square root function

Answer 1

to move te function up z units, add zto the whole equation

from
y=sqrt(x) to
y=sqrt(x)+2

parenth function moved up 2 units
my hands are cold so I don't type well

Answer 2

The graph is a horizontal shift of the function two units to the left.

Given

The graph of the parent square root function is;

$\rm y= \sqrt{x} +2$

What is the horizontal shift?

The horizontal shift is obtained by determining the change being made to the x-value. The horizontal shift is C.

If the horizontal shift is positive, the shifting moves to the right.

If the horizontal shift is negative, the shifting moves to the left.

The square root parent function is,

$\rm y= \sqrt{x} +2$

There is a shift in positive x-direction 2 units.

When the constant is negative the shift is to the right in c units, and when the constant is positive (like in this case) the shift is to the left in c units.

Hence, the graph is a horizontal shift of the function two units to the left.

To know more about Horizontal Shift-click the link given below.

https://brainly.com/question/8740413