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The angle between the curves y=x, y=1//x...

The angle between the curves `y=x, y=1//x` at (1, 1) is

A

`pi//2`

B

`pi//3`

C

`pi//6`

D

0

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The correct Answer is:
A
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DIPTI PUBLICATION ( AP EAMET)-APPLICATIONS OF DIFFERENTIATION-EXERCISE 1B (TANGENT AND NORMAL)
  1. The angle between the curves y^2=4x,x^2=4y at (0, 0) is

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  2. The curves y=x^3, 6y=7-x^2 intersect at (1, 1) at an angle of

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  3. The angle between the curves y=x, y=1//x at (1, 1) is

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  4. The angle between the curves x^2=2y,x^2+y^2=8 at (2, 2) is

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  5. The angle between the curves x^2=4y,x^2+y^2=5 at (-2, 1) is

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  6. The angle between the curves x^2=4y,y^2=4x at (4, 4) is

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  7. The angle between the curves x^2=4y,x^2+y^2=5 at (-2, 1) is

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  8. If theta is the angle between the curves y^2=4ax,ay=2x^2 at (a, 2a), t...

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  9. If theta is the angle between the curves xy=2,y^2=4x at (1, 2), then t...

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  10. Find the angle between the curves xy=2 and x^(2)+4y=0

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  11. The angle between the curves y=sinx and y=cosx is

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  12. The angle between the curves y=sinx and y=cosx is

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  13. If theta is the angle of interaction of the curves y^2=x^3 and y=2x^2-...

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  14. The angle between the curvesxy=2 and y^2=4x is

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  15. The angle between the curves x^2+y^2=4 and x^2=3y is

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  16. The angle between the curves y^2=4x and x^2=4y is

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  17. The angle between the curves y=x^2 and y=4-x^2 is

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  18. The angle between the curves y^2=8x,x^2=4y-12 at (2, 4) is

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  19. The condition that the two curves x=y^2,xy=k cut orthogonally is

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  20. The two curves x=y^2,xy=a^3 cut arthogonally at a point, then a^2=

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