Triangle PQR with vertices P(3, −6), Q(6, −9), and R(−15, 3) is dilated by a scale factor of 3 to obtain triangle P′Q′R′. Which statement best describes triangle P′Q′R′?

It is similar to triangle PQR and has coordinates P′(1, −2), Q′(2, −3), and R′(−5, 1).
It is congruent to triangle PQR and has coordinates P′(1, −2), Q′(2, −3), and R′(−5, 1).
It is similar to triangle PQR and has coordinates P′(9, −18), Q′(18, −27), and R′(−45, 9).
It is congruent to triangle PQR and has coordinates P′(9, −18), Q′(18, −27), and R′(−45, 9).

Respuesta :

okay so multiply the original coordinate by 3 

The answer: It is similar to triangle PQR and has coordinates P′(9, −18), Q′(18, −27), and R′(−45, 9).

What is the triangle?

A flat geometric figure that has three sides and three angles. something that has three sides and three angles a triangle of land.

How to solve it?

For P'Q'R',

Just multiply the coordinates of PQR by 3.

The coordinates P′(9, −18), Q′(18, −27), and R′(−45, 9).

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