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What is the simplified form of the expression? x^8 2y^10 5x^5

Algebra
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\[x ^{8} 2y ^{10} 5x ^{5}\]
Add the coefficients and variables of your terms.

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Other answers:

you would have \[5x^5*x^8*2y^10\rightarrow (5x^13)(2y^10)\] x^5*x^8=x^13 that is how i got x^13 then just put everything back together and you get 5x^13*2y^10
forgot to multiply the coefficients so you would get 10x^13*y^10
oh thanks I am trying to understand it a little is coming back thanks for explaining
here is another
welcome anytime just remember that coefficients you multiply and variable with powers you add
What is the simplified form of the expression?|dw:1369536827542:dw|
so we have \[k^3(k^\frac{ 7 }{ 3 })^-5 \rightarrow (k^\frac{ 16 }{ 3 })^-5\] so we have [k^(16/3)]^-5
that is not an option
im not done im just seeing if i did it correctly but what are the options because i have a possible answer?
o ok
can i see what are the possible answers?
|dw:1369537422248:dw|
whattt....for the problem itself is the k^3*(k^7/3)^-5 ? cause i got a totally different answer
for the problem you wrote down are we trying to simplify k^3*(k^7/3)^-5 ? or did i get it wrong because none of the answers you posted did i get
no that is right

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