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INVERSE TRIGONOMETRIC FUNCTIONS Set 2

Question - 15 Maximum mark : - 15

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INVERSE TRIGONOMETRIC FUNCTIONS Online Mock Tests
INVERSE TRIGONOMETRIC FUNCTIONS Set 2

1.

If in a

then angle

is equal to

✘

✘

✘ None of these ✔ NULL ✔ NULL NULL

Answer & Solution Discuss in Board Save for Later

Answer & Solution

Answer: Option B

Solution:

It provides fallback for IE8.

2.

holds for

✘

✘

✘

✔ NULL ✔ NULL NULL

Answer & Solution Discuss in Board Save for Later

Answer & Solution

Answer: Option B

Solution:

It provides fallback for IE8.

3.

If

and

are the roots of the equation

then

Both

and

are equal ✘ Both

and

are equal ✘ Both

and

are equal ✘ None of the above ✔ NULL ✔ NULL NULL

Answer & Solution Discuss in Board Save for Later

Answer & Solution

Answer: Option B

Solution:

It provides fallback for IE8.

4.

If

, then

is equal to

2 ✘ 1 ✘ -1 ✔ NULL ✔ NULL NULL

Answer & Solution Discuss in Board Save for Later

Answer & Solution

Answer: Option B

Solution:

It provides fallback for IE8.

5.

is equal to

✘

✘

✘ None of these ✔ NULL ✔ NULL NULL

Answer & Solution Discuss in Board Save for Later

Answer & Solution

Answer: Option B

Solution:

It provides fallback for IE8.

6.

If we consider only the principle value of the inverse trigonometric functions, then the value of

is

✘

✘

✘

✔ NULL ✔ NULL NULL

Answer & Solution Discuss in Board Save for Later

Answer & Solution

Answer: Option B

Solution:

It provides fallback for IE8.

7.

If

then the value of

is

1 ✘ 2 ✘ 3 ✔ NULL ✔ NULL NULL

Answer & Solution Discuss in Board Save for Later

Answer & Solution

Answer: Option B

Solution:

It provides fallback for IE8.

8.

If

, then

is equal to

10 ✘

✘

✘

✔ NULL ✔ NULL NULL

Answer & Solution Discuss in Board Save for Later

Answer & Solution

Answer: Option B

Solution:

It provides fallback for IE8.

9.

If

then value of

is

✘

✘

✘

✔ NULL ✔ NULL NULL

Answer & Solution Discuss in Board Save for Later

Answer & Solution

Answer: Option B

Solution:

It provides fallback for IE8.

10.

The value of

is equal to

✘

✘

✘ None of these ✔ NULL ✔ NULL NULL

Answer & Solution Discuss in Board Save for Later

Answer & Solution

Answer: Option B

Solution:

It provides fallback for IE8.

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