The value of dy/dx is equivalent to 3
Functions are written in terms of dependent and independent variables. Given the following function below;
x + xy = 2y
Differentiate the function implicitly
1+(x dy/dx+y) = 2dy/dx
Expand
1+x dy/dx + y - 2dy/dx = 0
(x-2)dy/dx = -1-y
dy/dx = (1+y)/(x-2)
The value of the function at the coordinate point (3, 2) is expressed as;
dy/dx = (1+2)/(3-2)
dy/dx = 3/1
Hence the value of dy/dx is equivalent to 3
Learn more on implicit differentiation here; https://brainly.com/question/25081524
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