help please work attached @amistre64
\[\large \large -5xy(2xy)^2\] You want to do the exponent. (2xy)^2 = (2xy)(2xy) Now do the FOIL method. Do you know how to do the FOIL method?
Hold on 1 min. I think I did something wrong.
Yeah. You can't use the FOIL method. Just multiply. So, 2 * 2 = ? x *x = ? y * y = ?
4y^2x^2
Alright. Now your equation would look like: \[\large \large -5xy*4x^2y^2\] And just multiply it. -5 * 4 = ? x * x^2 = ? y * y^2 = ?
-20x^3y^3
Good. So the answer to that is "Answer 4"
\[\large \large (4x^3y)^2\] You can't simplify anything in the parenthesis, so you next do the exponent. So now it would become: \[\large \large (4x^3y)(4x^3y)\]
Now multiply em. 4 * 4 = ? x^3 * x^3 = ? y * y = ?
16x^9y^2
Hmm. x^3 8 x^3 does not equal to x^9.
16x^6y^2
Yes. So the answer is, "Answer 2"
For number 3. just multiply them. What do you get?
4x^3y^4
Great. So the answer is, "Answer 1". Now I believe you can do the rest of them. If you want to make sure that you did it correctly, just post your answer. :)
ok
wait how do i do the division probs??
For multiplication, you add the exponent, and multiply the bases. But for division, you subtract the exponent, and divide the bases. So if the exponent on the numerator is x^5. And the exponent on the denominator is x^3. Then you would do x^5 - x^3 = x^2.
ok thanks
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