Answers Are
(A) - cos x
(B) cos x
(C) -sin x
(D) sin x
pi = 180 degrees so, 90+180 = 270 degrees
sin(270 degrees) = 1
Thanks for the additional details. Instead of pi in the question it should be x.
So, to solve this question, lets use some test cases.
For sin(90 + 0), the value goes from sin(0) = 0 to sin(90) = 1
For sin(90 + 90), the value goes from sin(90) = 1 to sin(180) = 0
Since cos(0) = 1 and cos(90) = 0, the answer is b) cos x
π radians = 180º so it's sin 270º which is -1
assuming the π is in radians; it's a weird question
WHAT DO THEY THINK THEY'RE DOING MIXING RADIANS AND DEGREES!?!?
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pi = 180 degrees so, 90+180 = 270 degrees
sin(270 degrees) = 1
Thanks for the additional details. Instead of pi in the question it should be x.
So, to solve this question, lets use some test cases.
For sin(90 + 0), the value goes from sin(0) = 0 to sin(90) = 1
For sin(90 + 90), the value goes from sin(90) = 1 to sin(180) = 0
Since cos(0) = 1 and cos(90) = 0, the answer is b) cos x
π radians = 180º so it's sin 270º which is -1
assuming the π is in radians; it's a weird question
WHAT DO THEY THINK THEY'RE DOING MIXING RADIANS AND DEGREES!?!?