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how do you solve a equation like this one 7^3 * 7^-6
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multiply both
if we multiply to terms having the common base in that case we have to add their powers
You can use the following property: \[x^a*x^b=x^{a+b}\]
7^(3-6)
that is not an equation and therefore you do not solve it. what you have is an expression. this you can simplify.
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Okay so how you simplify it ?
\[7^3*7^{-6}=7^{3-6}=7^{-3}=\frac{1}{7^3}\]
exactly like that...
Thankss :)
You're welcome.
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