please give my question answer and make them a brilliant
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As we know,
Sin (π + x) = Sin(x)
So,
Sin(135°) = Sin(180° - 45°) = Sin (45°)
As 135° lies in second quadrant and in this quadrant value of Sinθ is positive.
So, Sin(135°) = 1/
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sin(135)
= sin (90 + 45) // sin(a + b) = sin(a)cos(b) + cos(a)sin(b)
= sin(90)cos(45) + cos(90)sin(45)
= ( 1 x 1/√2) + (0 x 1/√2)
= 1/√2
= (√2)/2
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