Question

simplified form of (15x^5/24y^8) / (4x^2/8y^4)

Answer 1

exponents, exponents, more more more

Answer 2

\(\frac{15x^5\cdot 8y^4}{24y^8\cdot 4x^2}\)

Answer 3

multiply by the inverse of the bottom fraction

Answer 4

lol nevermind

Answer 5

its 15x^5 / 24y^8 / 4x^2/8y^4

Answer 6

:(

Answer 7

Yeah watchman wrote it correct above

Answer 8

flip the bottom fraction over and multiply them together

Answer 9

recall:
\[\frac{ 1 }{ a^n }=\frac{ a ^{-n} }{ 1 }\]
or the other way around

Answer 10

\[\frac{ 15*x ^{5-2} }{ 24 *y ^{8-4} }\]

Answer 11

Make sure to multiply the coefficients from the bottom fraction. Its 15*8 and 24*4