30 points me now which function represents the graph of h(x)=2|x−3|+1 after it is translated 2 units to the right? a. f(x)=2|x−3|+3 b. f(x)=2|x−1|+1 c. f(x)=2|x−3|−1 d. f(x)=2|x−5|+1

Step-by-step explanation:

we know,

If we shift a graph to right or left,

then x terms  have to be changed.

If a graph shifted to the right, then it will be decreased  in x terms.

Here, the function is-

h(x)=2|x-3|+1

Now, we have to translate it 2 units to the right.

That is,  x term will be decreased by 2 units.

So, the new function will be,

f(x)=2|x-3-2|+1

    =2|x-5|+1

Ans.    D)    f(x)=2|x-5|+1