Q. 125.0( 1 Vote )

Write the equatio

Answer :

Given that the curve y = x2 – x + 2 has a point crosses the y-axis.


The curve will be in the form of (0, y)


y = 0- 0 + 2


y = 2


So, the point at which curve crosses the y-axis is (0, 2).


Now, differentiating the equation of curve w.r.t. x



For (0, 2),



Equation of the tangent:



(y – 2) = -1× (x – 0)


y – 2 = -x


x + y = 2


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