Question

What is the solution of: 4-2x/7 - 3x+2/3

Answer 1

(-27x -2)/21

Explanation:

Perhaps you want to combine the two fractions. This is done using a common denominator.

`(4-2x)/(7)-(3x+2)/(3)=(3(4-2x))/(7\cdot3)-(7(3x+2))/(7\cdot3)\\\\=(3(4-2x)-7(3x+2))/(21)=(12-6x-21x-14)/(21)=\boxed{(-27x-2)/(21)}`

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Additional comment

If you need to simplify this further, you can apply the distributive property.

= -9/7x -2/21