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(3)/(2x) - \frac{1}{8 {x}^(2) }If possible, a step by step for this would help immensely so I could do the rest of the problems like this one.

User Gotohales
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1 Answer

11 votes
11 votes

Problem

Solution

For this case we can take common factor in the denominator 2x and we got:


(1)/(2x)((3)/(1)-(1)/(4x))

Then we can solve the fractions with this operation:


(1)/(2x)((3\cdot4x-1\cdot1)/(1\cdot4x))=(1)/(2x)((12x-1)/(4x))

then we can simplify on this way:


(12x-1)/(6x^2)

(3)/(2x) - \frac{1}{8 {x}^(2) }If possible, a step by step for this would help immensely-example-1
User Grims
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