Maths-

General

Easy

Question

# =

- 0
- 1
- 2
- 3

Hint:

### In this question, we have too find the value of the given equation. For this we will use the value of tan 30 and later simplify it in the required way to find the value.

## The correct answer is: 1

### Related Questions to study

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### =

### =

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### In the figure QS and RS are the bisectors of and respectively then

PQ>PR

=PRQ>PQR [angle opposite to the longer side of triangle is greater]

=1/2 PRQ> 1/2PQR

=SRQ>SQR [as QR is the bisector of PQR and RS is the bisector of PRQ]

= SQ>SR [as side opposite to greater angle is greatest]

So, SQ>SR

### In the figure QS and RS are the bisectors of and respectively then

Maths-General

PQ>PR

=PRQ>PQR [angle opposite to the longer side of triangle is greater]

=1/2 PRQ> 1/2PQR

=SRQ>SQR [as QR is the bisector of PQR and RS is the bisector of PRQ]

= SQ>SR [as side opposite to greater angle is greatest]

So, SQ>SR

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### If AB=AC and then

### If AB=AC and then

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### In the figure then ACD=

### In the figure then ACD=

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### =

### =

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### If and then =

### If and then =

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### If then

### If then

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### The minimum value is

### The minimum value is

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### In the adjoining figure, and then

### In the adjoining figure, and then

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### In the figure, and then the value of x =

### In the figure, and then the value of x =

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### In the following figure, the value of x =

### In the following figure, the value of x =

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### Using information given in the following figure, the value of x and y is

### Using information given in the following figure, the value of x and y is

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### In figure, the sides QP and RQ of are produced to points S and T respectively. If and then

### In figure, the sides QP and RQ of are produced to points S and T respectively. If and then

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### In the given figure, if then

PQ is parallel to AB and QR is the transversal

Also, QR is parallel to BC and AB is the transversal.

=

As angles are alternate interior angles so the angles are equal.

### In the given figure, if then

Maths-General

PQ is parallel to AB and QR is the transversal

Also, QR is parallel to BC and AB is the transversal.

=

As angles are alternate interior angles so the angles are equal.

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### From the given figure, the value of ‘a’ is

As the AB is parallel to CD and there is transversal

So, the vertical opposite angle of as those are always equal.

Now, we have the interior angles, and we know that their sum is