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Answer:
(y+yx+2x)/(1+x)(1-x)
Step-by-step explanation:
To add two fractions you have to find the common denominator. In this case, the easiest denominator that both fractions share is (1-x)(1+x). So now, the fractions become
(x+y)(1+x)/(1-x)(1+x) + x(1-x)/(1+x)(1-x) Note: we have to multiply by the same thing on both numerator and denominator.
Simplifying gives us (x+y)(1+x) + x(1-x) all over (1-x)(1+x). Lastly, expand and combine which will give you (y+yx+2x)/(1+x)(1-x)
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