Question
Find the products:
$\left(2 a^2 b^3\right) \times\left(-3 a^3 b\right)$
$\left(2 a^2 b^3\right) \times\left(-3 a^3 b\right)$
✓
Answer
$=\left(2 a^2 b^3\right) \times\left(-3 a^3 b\right)$
$=2 \times(-3) a^2 \times a^3 \times b^3 \times b \times b$
$=-6 a^{2+3} \times b^{3+1}$
$=-6 a^5 \times b^4$
$=2 \times(-3) a^2 \times a^3 \times b^3 \times b \times b$
$=-6 a^{2+3} \times b^{3+1}$
$=-6 a^5 \times b^4$
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