Question
Simplify, giving Solution with positive index
$(a^{10})^{10} (1^6)^{10}$
$(a^{10})^{10} (1^6)^{10}$
✓
Answer
$(a^{10})^{10} (1^6)^{10}$
$= a^{10\times 10} 1^{6\times 10}$
$= a^{100} 1^{60}$
$= a^{100}$
$= a^{10\times 10} 1^{6\times 10}$
$= a^{100} 1^{60}$
$= a^{100}$
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