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Question

Find the value of x from the equation
xsinπ6cos2π4=cot3π6secπ6tanπ4csc2π4cscπ6

A
4
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B
6
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C
2
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D
0
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Solution

The correct option is C 6
xsinπ6cos2π4=cot3π6secπ6tanπ4csc2π4cscπ6
x×12×12=(3)3×23×1(2)2×2
x×14=33×23×12×2=32=12
x=6

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