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what is the simplified form of the expression? (Question in comments)
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\[2b ^{-6} \times b ^{12}\]
\[x^a * x^b = x^{a+b}\]
?
\[2 * b^{-6} * b^{12} = 2* b^{-6 + 12} = 2b^6\]
a. 3b^-72 b. 2b^6 c. 2b^-72 d. 3b^6
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\[\large (2b^{\color{green}{-6}})(b^{\color{green}{12}}) = (2)*b^{\color{green}{-6+12}} = 2b^?\]
\[2b ^{6}?\]
good job.
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