SOLUTION: Please help, Find the real solution:
{{{(3/x)-(3/(x+2))=2}}}
Answer: x=-3 and 1
But How? I have tried:
{{{(5/(x+2))-(3/(x+2))=4}}}
{{{(X+2)(2/(x+2))=4((x+2))}}}
{{{2=4x
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-> SOLUTION: Please help, Find the real solution:
{{{(3/x)-(3/(x+2))=2}}}
Answer: x=-3 and 1
But How? I have tried:
{{{(5/(x+2))-(3/(x+2))=4}}}
{{{(X+2)(2/(x+2))=4((x+2))}}}
{{{2=4x
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You can put this solution on YOUR website! The denominators are x and x+2. They are not the same expression. To combine the fractions, the denominators must be the same.
The LCD is x(x+2). Multiply the first fraction by (x+2)/(x+2) to get that first denominator equal to the LCD. Multiply the second fraction by x/x to get that second denominator equal to the LCD.
Multiply the first fraction by (x+2)/(x+2)
Multiply the second fraction by x/x
Since the fractions have the same denominator, we can finally combine them.
You can put this solution on YOUR website! Use basic fractions skills. The simplest common denominator is . Multiply left side and right side by , simplify, and continue from there to a solution.