if sin A=1/3 , evaluate cos A. Cosec A + tan A .sec A
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Answered by
4
sinA=1/3......then,,
cosecA=3
cosA=1/√8......
secA=√8
now,,,cos A. Cosec A + tan A .sec A =
1/√8×3+√8/3×√8
3/√8+8/3
cosecA=3
cosA=1/√8......
secA=√8
now,,,cos A. Cosec A + tan A .sec A =
1/√8×3+√8/3×√8
3/√8+8/3
Answered by
7
sinA = perpendicular/hypotenuse = 1/3
=> p = k, h = 3k, => b² = h² - p² = 9k² - k² = 8k² => b = 2√2k
cosA = Base/Hypotenuse = 2√2/3
cosecA = 3
tanA = SinA/CosA = 1/2√2
secA = 3/2√2
= 2√2/3 × 3 + 1/2√2 × 3/2√2
= 2√2 + 3/8 = 16√2 + 3 /8
=> p = k, h = 3k, => b² = h² - p² = 9k² - k² = 8k² => b = 2√2k
cosA = Base/Hypotenuse = 2√2/3
cosecA = 3
tanA = SinA/CosA = 1/2√2
secA = 3/2√2
= 2√2/3 × 3 + 1/2√2 × 3/2√2
= 2√2 + 3/8 = 16√2 + 3 /8
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