Math, asked by Anonymous, 1 month ago

If tan A = V3 and B is an acute angle then find the value of B.​

Answers

Answered by Anonymous
2

Answer:

 \huge\star\underline{\mathtt\orange{❥a} \mathfrak\blue{n } \mathbb\purple{ Տ} \mathbb\pink{wer}}\star\:

Given tan(A+B)= \sqrt{3} ⟹A+B=60∘⋯(1) 

 tan(A−B)= \sqrt[1]{3} ⟹A−B=30∘⋯(2) 

(1)+(2)⟹2A=90∘⟹A=45∘

Put A value in (1)

⟹B=60∘−45∘=15∘

Answered by vaibhavdantkale65
2

Answer:

Given tan(A+B)=\sqrt{3}

3

⟹A+B=60∘⋯(1)

tan(A−B)=\sqrt[1]{3}

1

3

⟹A−B=30∘⋯(2)

(1)+(2)⟹2A=90∘⟹A=45∘

Put A value in (1)

⟹B=60∘−45∘=15∘

Step-by-step explanation:

please mark as brainlist

Similar questions