Question

how do I simplify a^2b^3 over ab^2c

Answer 1

can anybody help me please !!!

Answer 2

\(\ \sf \Large \dfrac{a^2b^3}{ab^2c} \) ?

Answer 3

yes

Answer 4

ab/c

Answer 5

\(\ \sf \dfrac{a^2}{a} = a^{2-1} = a^1 = a \)

\(\ \sf \Large a = a^1 \)

Same thing xD

So subtract the exponents,

What is \(\ \sf \dfrac{b^3}{b^2} = b^? \)

I already did \(\ a \) for you :)

Answer 6

b^1 right

Answer 7

okay is it okay that I ask yhu nore questions like will yhu help me on them

Answer 8

When you divide you subtract the exponents, when you multiply you add them!

Yes! \(\ \sf \dfrac{b^3}{b^2} = b^{3-2} = b^1 = b \) ! so you have \(\ \sf ab \) so far


Now, there's nothing to divide C with so you're simply left with \(\ \sf \Large \dfrac{ab}{c} \)

Answer 9

Sure, ask :)

Answer 10

simplify (-3m^5)

Answer 11

Are you sure it's not \(\ (-3m)^5 \) ?

Otherwise that would just be \(\ -3m^5\), you can't do anything with that <--

Answer 12

okay factor 5x^2+5x-30

Answer 13

But wait, which is it, -3m^5 or (-3m)^5 ?

Answer 14

okay I got x^3-6 is that right

Answer 15

(-3m^5)

Answer 16

Um, my internet got disconnected -_-

Anyways, 5x^2+5x-30

5(x^2 + x - 6)

x^2 + 3x - 2x - 6

x(x + 3) -2(x + 3)

5(x+3)(x-2)