Question

Denominator by writing the fraction as the sum (or difference ) of (6x⁴+7x²-6x-3)/(2x)

Answer 1

To find the common denominator, split the numerator into separate terms and write each term with the denominator

Step-by-step explanation:

To find the common denominator of a fraction, we need to express the fraction as the sum or difference of fractions with the same denominator. In this case, the fraction is (6x⁴+7x²-6x-3)/(2x). To write it as the sum or difference of fractions, we can split the numerator into separate terms and write each term with the denominator:

• 6x⁴/2x
• + 7x²/2x
• - 6x/2x
• - 3/2x

Simplifying each term, we get:

• 3x³
• + 3.5x
• - 3
• - 1.5/x

Therefore, we can write the fraction as (3x³ + 3.5x - 3 - 1.5/x)/(2x).