Question

Can
Cos 30° > Cos 3° ? Give reasons.​

Answer 1

Answer:

Yes...

IS THE ANSWER

Answer 2

The given statement is not correct, Cos 3° > Cos 30° .

Step-by-step explanation:

To find : Can  Cos 30° > Cos 3° ? Give reasons.

Solution :

We find the values of cos using calculator,

$\cos 30^\circ =0.866$

$\cos 3^\circ =0.998$

The value of cos theta decreases from left to right in trigonometric ratio table.

So,

Cos 3° > Cos 30° not Cos 30° > Cos 3°.

Therefore, the given statement is not correct.

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Can cos 30" > cos 3" ? Give reasons.​

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