What is the value of tan 0, if 0 and 20 - 45° are acute angles such that sin 0 = cos (20 - 45°)?
Answers
Answered by
1
Answer:
sin 0 = cos (20 - 45°)
=> cos (90° - 0) = cos (20 - 45°)
=> 90° - 0 = 20 - 45°
=> 30 = 135°
=> 0 = 45°
tan 0 = tan 45° = 1
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Answered by
1
Answer:
θ+2θ−45 °
=90 °
3θ=135 °
θ=45 °
=∠A
∠C=2θ−45 °
=(2×45)−45 °
=90 °
−45 °
=45 °
Side opposite to equal angles are equal ∠A=∠C
So, BC=AB
So, tanθ=
AB
BC
=1
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