Question

Multiple (7/6a^7b^2)(5a^4b^6)

Answer 1

We simply multiply the two terms and remember the multiplication rule of exponents where we add the exponents when multiplying same base. Shown below:

`a^x* a^y=a^(x+y)`

So, we multiply:

`\mleft((7)/(6)a^7b^2\mright)\mleft(5a^4b^6\mright)​`

Using the rule and multiplication, we have:

`\begin{gathered} ((7)/(6)a^7b^2)(5a^4b^6)​ \\ =((7)/(6))(5)a^7a^4b^2b^6 \\ =\frac{35}{6^{}}a^(11)b^8 \end{gathered}`

This is the final answer.