10. The equation of the normal to the curve
y=sinx at the point (π,O) is :
O x+y=π
O x+y+π=0
O x-y=π
O x-y+π=0
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Answer:
The equation of the normal to the curve y=sinx at the point (π,O) is : O x+y=π
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SOLUTION
TO CHOOSE THE CORRECT OPTION
The equation of the normal to the curve
y = sinx at the point (π,O) is :
- x + y = π
- x + y + π = 0
- x - y = π
- x - y + π = 0
EVALUATION
Here the given equation of the curve is
Differentiating both sides with respect to x we get
Hence the required equation of the normal to the given curve is
FINAL ANSWER
Hence the required equation of the normal is
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