If A x tan (theta + 150) = B x tan (theta - 60)
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Answer:
A×tan(θ+150∘)=B×tan(θ−60∘)
A
B
=
tan(θ−60∘)
tan(θ+150∘)
Put θ=90∘
A
B
=
tan(90∘−60∘)
tan(90∘+150∘)
=
tan30∘
tan(180∘+60∘)
=
tan30∘
tan60∘
A
B
=
1
3
then
A+B
A−B
=−
4
2
A+B
A−B
=−2
=
A−B
A+B
=−
1
2
Put in option (a)
−
sin90∘
2
=−
1
2
Step-by-step explanation:
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