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in Mathematics by (74.6k points)
The solution of the differential equation, `dy/dx=(x-y)^(2)`,
when `y(1)=1,` is
A. `log_eabs((2-y)/(2-x))=2(y-1)`
B. `log_eabs((2-x)/(2-y))=x-y`
C. `-log_eabs((1+x-y)/(1-x+y))=x+y-2`
D. `-log_eabs((1-x+y)/(1+x-y))=2(x-1)`

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1 Answer

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by (74.0k points)
Correct Answer - D

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