Question

find all the Trigometric values of angle A and angle B​

Answer 1

Answer:

Sin A = 1/2                     Cosec A = 2/1 = 2

Cos A = $\sqrt{3\\}$/2                Sec A = 2/$\sqrt{3\\}$

Tan A = 1/$\sqrt{3\\}$                 Cot A = $\sqrt{3\\}$/1 = $\sqrt{3\\}$

Sin B = $\sqrt{3\\}$/2                 Cosec B = 2/$\sqrt{3\\}$

Cos B = 1/2                   Sec B = 2/1 =2

Tan B = $\sqrt{3\\}$/1 = $\sqrt{3\\}$        Cot B = 1/$\sqrt{3\\}$

Step-by-step explanation:

Sin θ = Opp. side of θ/ Hypotenuese

Cos θ = Adj. side of θ/ Hypotenuese

Tan θ = Opp. side of θ/ Adj. side of θ

Cosec θ = 1/ Sin θ

Sec θ = 1/ Cos θ

Cot θ = 1/ Tan θ

If θ is angle A, then,

The Opposite side is BC which is 1 unit

The Adjacent side is CA which is $\sqrt{3\\}$ units

If θ is angle B, then,

The Opposite side is CA which is $\sqrt{3\\}$  units.

The Adjacent side is CB which is 1 unit.

In all the cases, the Hypotenuese is AB (the longest side).