Question

Hi !

Find dy/dx of x-y = π ​

Answer 1

Hi !

Solution :- One way is to solve for y and rewrite the above as

• y = x - π

but then dy/dx = 1

Alternatively, Directly differentiating the relationship w.r.t ..., X we have

d(x-y)/dx = dπ/dx

Recall that dπ/dx means to differentiate the constant function taking value of π everywhere w.r.t ..x thus

d(x)/dx - d(y)/dx = 0

which implies that ,

dy/dx = dx/dx = 1

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Hope it helps you !!

@Raj❤

Answer 2

hope it helps!...............