Ask a New Question

Asked by Caroline

Simplifying Complex Fractions

[(x+3)/12] / [(4x-5)/15]

[(x+3)/12] x [15/(4x-5)]

(x+3)5/4(3x-5)

(5x+15/12x-20)<-- final answer

Did I do this right. If not could you please explain how to do it correctly
12 years ago

Answers

Answered by Caroline
*** final answer
3+5/4(3x-5)

3+5/12x-20
12 years ago
Answered by Steve
There are typos which make your answer wrong. Starting at

(x+3)5/4(3x-5)

you should have had

(x+3)5 / 4(4x-5)
(5x+15)/(16x-20)
12 years ago

Related Questions

Simplifying fractions. I can get from this: 4b^2-5b-6 __________ 8b^2 + 6b To this: (4b+3)(... simplify of complex fractions 5/8 5= 5/8 divide by 5= 5/8 divide 5/1= 5x5=25 8x1=8 is th... Complex Fractions _1_ - _2_ x^2 3 ____________ _1_ - _5_ x 6 simplifying 3x^2+3x-36/x^2-x-6 and what are the restrictions and also the steps Simplifying y^2 + 3 + 3(y^2+1) My answer is 4y^2+6 but the program I am using (Hawkes learning sy... Simplify the Complex Fractions 1. 8a / 3b^2 / 6ab /5 2. 42x^2 + 14x / x - 7 / 2 + 6x / 21 - 3x 3.... Eliminate the complex fractions (5/8)/(-2/3) (x^-1+y^-1)/(x+y) (1/x+1/y)/(x+y) (xy/xy/)... Simplify. Complex Fractions. b-2b/b+3/1/b+3+1/b-3= LCM: (b+3)(b-3) Are the complex fractions below equivalent? Start Fraction Start Fraction lower a over lower b En... simplifying the following (6x^3 + 2x^2 - 5x - 14) - (-5x^3 + 7x^2 + 2x - 1)
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use