apply-the-transformations-on-the-graph-of-pxx2px-x2pxx2-into-the-graph-of-hxp3x6

Question

Apply the transformations on the graph of p(x)=x2p(x)=$$x^2$$ into the graph of h(x)=p(3x−6).h\left(x\right)=p\left(3x-6\right). Check your work with the help of a graphing utility.

Accepted Answer

Horizontal compression by a factor of 13\frac13 and right shift by 6 units.

Answer

Horizontal stretch by a factor of 3 and left shift by 6 units.

Answer

Horizontal stretch by a factor of 6 and right shift by 3 units.

Answer

Horizontal stretch by a factor of 13\frac13 and right shift by 6 units.

Apply the transformations on the graph of p(x)=x2p(x)=x^2 into the graph of h(x)=p(3x−6).h\(\left\)(x\(\right\))=p\(\left\)(3x-6\(\right\)). Check your work with the help of a graphing utility.

Apply the transformations on the graph of $p (x) = x^{2}$ into the graph of $h (x) = p (3 x - 6) .$ Check your work with the help of a graphing utility.