Question

Simplify answer as much as possible PLEASE HELP

Answer 1

First simplify the bottom and combine the two different fractions to make one fraction.

Answer 2

= (30(x^4)(a^3)) / (4(a^4)(x^2))

Answer 3

That results in (7.5)(x^4)(a^3)/ (a^4)(x^2)

Answer 4

So if you look at it, you have this.

Answer 5

You can then simplify by merely simplifying the fraction.

Answer 6

thank you very much!

Answer 7

Multiply as you would a normal fraction,

\[\frac{ 3x^4 }{ 4a^4x }\times \frac{ 10a^3 }{ x } = \frac{ 30x^4a^3 }{ 4a^4x^2 }\]

\[\frac{ 30x^4a^3 }{ 4a^2x^2 } = \frac{ 15x^4a^3 }{ 2a^2x^2 }\]

\[\frac{ 15x \cancel{^4} \cancel{a^3}}{ 2 a{^4} \cancel{x^2} }=\frac{ 15x^2 }{ 2a }\]