Question

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

Answer 1

I see nothing too simplify, It stays the same ! IMAO :(

Answer 2

that ^ sign is for pwers

Answer 3

\[\Large x^8-2y^{10}-5x^5\] if this is what you mean by ^ ... then my answer is still the same !

Answer 4

A:10x^80y^10
B:10xy^23
C:8x^13y^10
D:10x^13y^10
choices

Answer 5

there's now way of simplifying this EXCEPT if you made a mistake ... and wrote MINUS instead of MULTIPLY ... with minus and plus this stays the same... if you have to multiply, then REWRITE your expression... DRAW it ... ;) otherwise, I can't help you ...

Answer 6

there's no way of ....

Answer 7

yea its multiply sorry

Answer 8

is it ..\[\Large x^8\cdot 2y^{10}\cdot 5x^5\] ??

Answer 9

yes

Answer 10

if so.. then :\[\LARGE 2\cdot 5 \cdot x^{8+5}\cdot y^{10}=10x^{13}\cdot y^{10}\]

Answer 11

Remember these...

\[\LARGE a^m\cdot a^n=a^{m+n}\]

\[\LARGE \frac{a^m}{a^n}=a^{m-n}\]

\[\LARGE (a^m)^n=a^{m\cdot n}\]

\[\LARGE \sqrt[m]{a^n}=a^{\frac{n}{m}}\]

@RYSSA2K10

Answer 12

did you get the answer?

Answer 13

(x^8)(2y^10)(5x^5)

Answer 14

rearranging them
2(5)(x^5)(x^8)(y^10)
=10x^13 y^10.....answer D

Answer 15

what is the simplified form of the expression [m^-1 m^5/m^-2]^3