tanA=n/m so sinA=?and secA=?
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2
Answer:
tanA = Prependicular / Base = n/m
Therefore, Prependicular = n, Base = m, Hypotenuse = √(n² + m²) .
Thus, sinA = Prependicular / Hypotenuse = n/√(n² + m²) .
Thus, secA = 1/cosA = Hypotenuse / Base = √(n² + m²)/m .
Answered by
12
by using Pythagorean theorem
hypotenuse=√n2+m2
sinA/coaA=n/m
on comparing both side of equation
sina=n/√n2+m2
and seca=√n2+m2/m
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