sin 3 A ÷ cos2A < 0 lies in
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please any one answer my question
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sin3A = cos2A
sin3A = sin(90- 2A)
Cancelling sin from both sides.We get,
3A = 90 - 2A
5A = 90
therefore A = 90/5 = 18 degrees.
If you ask why did i change cosA on the RHS to sin(90-2A)....I used the identity cosA = sin(90-A).
If you ask why did i cancel sin then i'll say sin3A is not sin of angle 3A and it is not to be confused with sinA because sinA is sin of angle A and sin3A is three times sin of angle A or Sin * 3A.
sin3A = sin(90- 2A)
Cancelling sin from both sides.We get,
3A = 90 - 2A
5A = 90
therefore A = 90/5 = 18 degrees.
If you ask why did i change cosA on the RHS to sin(90-2A)....I used the identity cosA = sin(90-A).
If you ask why did i cancel sin then i'll say sin3A is not sin of angle 3A and it is not to be confused with sinA because sinA is sin of angle A and sin3A is three times sin of angle A or Sin * 3A.
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