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simplify the expression
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A) 216^2t-1 B) 6^2t-1 C) 6^2t-2 D) 18^2t-2
add the exponents, that is all
When you multiply powers with the same base, add the exponents.
\(\large a^m \cdot a^n \cdot a^p = a^{m + n + p} \)
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so the answer is C? @mathstudent55
HI!!\[1+t-2+t\]
so no, not C for a change
actually A @misty1212
@misty1212
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oh no, keep the base the same ! i.e leave it as 6
but aren't we gonna multiply 6*6*6
no
Remember that 6 alone is really 6^1
for example \(2^3\times 2^2=2\times 2\times 2\times 2\times 2\times 2=2^5\)
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the base does not change, just add up the exponents, keep the base
oh
\(\large 6 \cdot 6^{t - 2} \cdot 6^t=\) \(\large =6^1 \cdot 6^{t - 2} \cdot 6^t\) Now add the exponents, 1 + t - 2 + t
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