Question

can u simplify 5/3x^2 y - 4/6xy^3.
yes or no if no explain why.

Answer 1

This?

\(\dfrac{5}{3x^2y} - \dfrac{4}{6xy^3} \)

Answer 2

yes

Answer 3

First, the second fraction can be reduced since both the numerator and denominator are divisible by 2.

Answer 4

Second, the fractions can be subtracted by first finding a common denominator.

Answer 5

I simplified it to: \[\frac{ (5y^2-2x) }{ (3x^2y^3) }\]

Answer 6

thanks guys

Answer 7

ǝɯoɔlǝʍ ǝɹ,noʎ :)

Answer 8

\(\dfrac{5}{3x^2y} - \dfrac{4}{6xy^3}\)

\(= \dfrac{5}{3x^2y} - \dfrac{2}{3xy^3} \)

\(= \dfrac{5y^2}{3x^2y^3} - \dfrac{2x}{3x^2y^3} \)

\(= \dfrac{5y^2 - 2x}{3x^2y^3} \)

Answer 9

Thanks @mathstudent55

Answer 10

thanks mathstudent55

Answer 11

yw