If secA = 13÷12, calculate sinA and CosA (A is an acute angle)
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Let △ABC be right angled triangle (right angled at B)
secQ= AB/AC
= 12/13
Let AC=13x and AB=12x
AC²=AB²+BC²
BC² =AC² −AB²
x² =169−144
x² =25
x= ✓ 25
=5
sinA=5/13
sinA=5/13cosA=12/13
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