(x2y)3
Please include the instructions that came with the math problem.
no question. just products and factoring
You're supposed to do something with the expression you typed in. What?
(x^2y)^3
That's a lot clearer, by the way, and I was going to ask you to write it in that manner. But what's your goal in posting this expression?
Got you.
Got me in what sense? Know what to do with this expression next?
No not really don't kow what to start with
\[(x^2y)^3\] was typed with Equation Editor. Rule of exponents: \[(x^a)^b=x^{ab}\]
Thats where i got lost at
Look at this rule: Inside parentheses we have x raised to the power a. We raise that whole expression to the power b. The result, according to this rule, is x^(ab). (Multiply together exponents a and b.)
Good to write this and other rules down for later reference and review. You'll need them later.
Here's another example of rules of exponents:\[x ^{a}x ^{b}=x ^{a+b}\]
Don't just want to continue throwing rules at you, but we do need to know such rules in algebra. So: what could I do for you next?
so the answer would be xy^6
I'd prefer not to talk in terms of "answers." Mind showing me how you obtained that result?
(x^2y)^3 = ? Which of the two rules I gave you applies here?
the way you said multiply the exponents. did that.
(x^2y)^3 looks like \[(x ^{a}y ^{b})^{c}\] Can you agree with that?
thats more like it
Yes, and \[(x ^{a}y ^{b})^{c}\] is equivalent to\[x ^{ac}y ^{bc}\]
So, your (x^2y)^3 would equal what?
well im half right. what i did was add the exponents x^5y^8
(x^2y)^3 could be re-written as (x^2y^1)^3, or \[(x^2y^1)^3\]
First, please multiply that power " 2 " by 3. Next, mult. that power 1 by 3. What do you get as a result?
\[x ^{?}y^?\]
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