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1. given the function p(x)= (x+3)^2 +2 write the new function after a translation of 3 units up. q(x)=

Q(x) = is the final equation.

Step-by-step explanation:

By translation of the graph 3 units upward direction, it means that the y-value of the function is increased by 3 unit at each value of x.

Given , P(x) =

We can actually translate the graph in any direction, and for that we have to make the necessary changes. If we translate the graph in the positive x direction, then we have to substitute (x - 3) instead of x in the equation.

Since we are translating the graph upwards ,

Q(x) = + 3

Q(x) =

This is the final equation of the graph after translation.

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step-by-step explanation:

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