Question

Find the product of -3p, 4pqr​

Answer 1

Answer:

PQ × PQR × R

P2 Q2 R 2

2 = SQUARE

Answer 2

Answer:

Given ,

- 3p , 4pqr

To Find :-

Product.

Solution:-

Product of : - 3p , 4pqr

i.e

-3p $\sf\times$ 4pqr

Expanding all the terms

$\sf -3\times p \times 4 \times p \times q \times r$

Putting all variables together and all constants together :-

$\sf p \times p \times q \times r \times -3 \times 4$

$\sf p^{1 + 1} \times qr \times -12$

$\sf p^{2} \times qr \times -12$

$\sf p^{2}qr\times -12$

$\sf -12p^{2}qr$

$\sf\therefore$ Product of -3p , 4pqr is "$\sf -12p^{2}qr$"