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Write True or false for a natural number $a$:
If $a^2$ ends in $9$; then $a^3$ ends in $7$.
Solution:
Given, $a^2$ ends in $9$.
Therefore, $a$ will end in $3$.
$\Rightarrow a^3=( 3)^3=27$, which ends in $7$.
Therefore, $a^3$ end in $7$.
Thus, the statement: "If $a^2$ ends in $9$; then $a^3$ ends in $7$." is "True".
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