If sinA=3/4, Calculate cosA, tanA, secA, cosecA, cotA.
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Answer:
sin A = ¾
P/H = ¾
Let perpendicular be 3x and hypotenuse be 4x.
Using Pythagoras theorem;
(Base)²=(Hypotenuse)²-(Perpendicular)²
= (4x)² - (3x)²
= 16x² - 9x²
= 7x²
Base = √7x
Now,
cosec A = 4/3
cos A = √7/4
sec A = 4/√7
tan A = 3/√7
cot A = √7/3
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