Question

How do you factor 5c^3+2c^2-5cd^2-2d^2????? 😔😔😔😔😔😔

Answer 1

did you try grouping

Answer 2

No I haven't

Answer 3

I dont think this is something that can be factored :/

Answer 4

\[\huge~5c^3−5cd^2+2c^2−2d^2 \]
tthis is all you would get just organized .-.

Answer 5

no like terms either :/

Answer 6

Thx u

Answer 7

id if i helped :/

Answer 8

Now I'm stuck lol

Answer 9

This does factor.
\[\Large {
5c^3+2c^2-5cd^2-2d^2
\\= c^2 (5c + 2) - d^2( 5c + 2)
\\ = (5c+2)( c^2 - d^2)
\\ = (5c+2)( c -d )( c + d)
}\]

Answer 10

5cd^2??

Answer 11

you can also factor that way if you like

Answer 12

\[\huge{5c^3−5cd^2+2c^2−2d^2
\\ =5c ~(c^2 - d^2) + 2( c^2 - d^2)
\\ = (c^2 - d^2) ( 5c+2)
\\= (c-d)(c+d)(5c+2)
}
\]

Answer 13

good job perl :)

Answer 14

Thx u

Answer 15

Thanks :)