Find the tangent and normal line to the curve

Q: Find the tangent line to the curve

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Q: Find the tangent line points

A: The slope of the line passing through these points is: m=10-50.39-0.26m=50.13m=50013

Q: Find the points on the line nhere the ta x(t)%3D t3 - 3t +2, Y (t) =3-3t?+2

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Q: at P = (1, 1). x¹y² + x³y - xy³ = 1

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Q: f(x) =/4-x ; (-5,3)

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Q: x = esine y = ecose

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Q: Illustrate the tangent line of the curve.

A: Given,

Q: where x = 6.

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Q: 8. Find the slope of the tangent of the curve x² + y² = 10 at the point (1, -3).

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Q: Ex – 4y + 2 = 0 at (1,2) 9, tangent line II to the line 4y tangent line I to the line x – 0 at r = 3…

A: 9. The given curve is x2-xy+2y-2=0, at x=3. Put x=3. 32-3y+2y-2=09-y-2=0y=7. The point on the curve…

Q: 3 - 6t +1 x =ť° +• ;teRat t= 4 y=t° - 3t² – 9t –1

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Q: 2 Find an equation of the tangent line to the curve y at the point(0,1). (1+e¬x)

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Q: Find the exact area of the region inside r = 4 + 4sin(0).

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Q: tangent line of the curve

A: The tangent line is the line on the curve which passes through the given point on the curve.

Q: x+2 3. y = ( X-2 at x = 1

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Q: Find the equations of the tangent line and normal line to the curve y = (2 + x)e¬* at the given…

A: We will find out the required solution.