Distance between (0,0) (sin 30,cos 30)
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Given : Point (0 , 0) and (sin 30° , Cos 30°)
To Find : Distance between points
Solution:
Point (0 , 0) and (sin 30° , Cos 30°)
Distance between points
= √( (Sin 30° - 0)² + (cos 30° - 0)² )
= √( (Sin 30°)² + (cos 30°)² )
= √( Sin ²30° + cos ²30° )
sin²x + cos²x = 1
= √1
= 1
Distance between points (0 , 0) and (sin 30° , Cos 30°) is 1
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