Question:
If $*$ be the binary operation on the set $Z$ of all integers defined by $a * b\left(a+3 b^{2}\right)$, find $2 * 4$
Solution:
To find: $2 * 4$
Given: $a * b=a+3 b^{2}$
$\Rightarrow 2 * 4=\left(2+3 \times 4^{2}\right)=2+48=50$
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