Question 1085253
<pre>
When you find a product of two things, we multiply the first
by the second.

When you find a quotient of two things, we divide the first
by the second. 

So to find the product function we multiply

fg(x) = (8x - 4)(6x + 18)

[Your teacher might want you to multiply that out.]

To find the quotient function, we divide, by putting
the first over the second:

{{{expr(f/g)}}}{{{(x)}}} {{{""=""}}} {{{(8x-4)/(6x-18)}}}

4 can be factored out of the top and 2 out of the bottom

{{{expr(f/g)}}}{{{(x)}}} {{{""=""}}} {{{(4(2x-1))/(6(x-3))}}}

Then the 4 and the 6 can be divided by 2

{{{expr(f/g)}}}{{{(x)}}} {{{""=""}}} {{{(2(2x-1))/(3(x-3))}}}

Now you can do the other one.

Edwin</pre>