multiply 4xy/3y^4 * 9y/2x
I'd really like to say I knew... But I don't xP Sorry @sleepyhead314
Do you know @Legends
thank you guys I appreciate the help =)
Is this it? \(\dfrac{4xy}{3y^4} \times \dfrac{9y}{2x}\)
If it is, we simplify it accordingly: \(\dfrac{4xy}{3y^4} \times \dfrac{9y}{2x} \rightarrow \dfrac{4xy \times 9y}{3y^4 \times 2x}\)
yes =) how do you make it look like that on here? =o
It's called LaTeX, just click the 'Equation' button below the comment box..it's a blue button.
oh duh sorry I should have known that
Lol
Can you multiply 4xy * 9y? And 3y^4 * 2x?
ohhh and yes =) .. I think lol 36xy^2 and 6xy^4 ?
You got it! :D
That gives us: \(\dfrac{36xy^2}{6xy^4}\) Now we divide the whole numbers and subtract the exponents: \(\dfrac{36}{6}x^{1-1}y^{2-4}\)
Tell me what you get.
6y^2 ? =)
Yep! But the exponent is actually negative. \(6y^{-2}\)
oh because the exponent placements in equation above and below the line?
Join our real-time social learning platform and learn together with your friends!