if tan A = √2 then find the value of sin A and sin 2 A
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Step-by-step explanation:
tan A = ✓2
p/b = ✓2
p/b = ✓2/1
let p(perpendicular) be ✓2x
and b(base) be 1x
therefore h(hypotenuse) will be
h = ✓{(✓2)^2 + 1^2}
h = ✓{2 +1}
h = ✓3x
sin A = p/h
= ✓2x/✓3x
=✓2/✓3
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