Question

find : [-10/3 pq³] [6/5p³q]​

Answer 1

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Answer 2

Step-by-step explanation:

Simplify $\tt\dfrac{10p{q}^{3}}{3}\times \frac{6}{5}{p}^{3}q$ to $\tt\dfrac{6{p}^{3}q(10p{q}^{3})}{15}$

$\tt \red{ \bull \leadsto \quad-\dfrac{6{p}^{3}q\times 10p{q}^{3}}{15}}$

$\tt \purple{ \bull \leadsto \quad-\dfrac{ \cancel{60} {}^{ {}^{4} } {p}^{4}{q}^{4}} {\cancel{15} }\quad}$

→ Simplify $\tt\dfrac{60{p}^{4}{q}^{4}}{15}$ to $\tt4{p}^{4}{q}^{4}$

$\tt \pink{ \bull \leadsto \quad-4{p}^{4}{q}^{4}}$