Question

if 3 tan 0 =√3 ,find the value of "0"​

Answer 1

A correction was made

Here θ, theta replaced 0.

Solving the Question

We are given $\sf{3tan\theta=\sqrt{3} }$

To find the value of θ, we first need the value of $\sf{tan\theta}$.

After dividing by 3

$\sf{tan\theta=\dfrac{\sqrt{3} }{3} }$

The trigonometric table represents the value of $\sf{tan\theta}$.

After comparing

$\sf{\theta=30}$°

The Conclusion

The value is 30°.

For your information.

You can solve this type of question by finding the value on the trigonometric table.

From there we can find the value of $\sf{tan30}$°.

As shown above, the value is $\sf{\dfrac{\sqrt{3} }{3} }$.

Answer 2

Answer:

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here is your answer

Step-by-step explanation:

3 tan 0 = √3

tan 0 = √3 / 3

tan 0 = √3 X√3 / 3 X√3

tan 0 = 3/3√3

tan 0 = 1/√3

tan 0 = tan 30

0 = 30°

value of 0 is 30