Match the terms with the definitions.
4x^2(3x)(x)=
-6x^2(-2x^2)(x^2)=
4x^3(-3x^2)=
-3x^4(-2x^2)=
2x^2(3x^3)

A.)12x^5
B.)6x^6
C.)-12x^5
D.)6x^5
E.)12x^6

Question

Match the terms with the definitions. 
 4x^2(3x)(x)= 
 -6x^2(-2x^2)(x^2)= 
 4x^3(-3x^2)= 
 -3x^4(-2x^2)= 
 2x^2(3x^3) 

 A.)12x^5 
 B.)6x^6 
 C.)-12x^5 
 D.)6x^5 
 E.)12x^6

anonymous · Answer

HELP

anonymous · Answer

First, try to combine like terms or use polynomials.

anonymous · Answer

Once you have simplified the equations, the answers will be very clear. Basically, this entire problem is just simplification and combination of like terms. However, x cannot be combined with -x  or x^2. They have to be relatively the same. x^2 could be combined with x^3 to make x^5. Get it now?

anonymous · Answer

No not at all @JohnnyCowCow