Question

# Identify the figure.

- parallel lines
- perpendicular lines
- intersecting lines
- Non parallel

Hint:

### Lines that are always equidistant from each other and never meet (intersect) with each other are known as parallel lines.

## The correct answer is: parallel lines

### TO FIND-

Nature of lines in the given diagram.

SOLUTION-

From the given diagram, we observe that 2 lines are equidistant from each other and have no point of intersection on the given plane.

Hence, the given figure represents a pair of parallel lines.

FINAL ANSWER-

Option 'a' i.e. 'parallel lines' is the correct answer to the given question.

Intersecting lines are those that meet each other at a certain point on the plane whereas perpendicular lines are those which meet each other at a 90° angle.

Since in the given diagram the 2 lines never meet each other, options b & c are eliminated and since the lines also appear to be equidistant from each other, option d is also eliminated.

### Related Questions to study

###
Number of lines of symmetry does a rectangle have_________.

Number of lines of symmetry does a rectangle have_________.

When we fold the rectangle along its diagonals, we wouldn't get 2 equal parts as the adjacent sides in a rectangle are not equal.

###
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###
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###
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###
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### On the figure shown, DC is a _______.

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3. Since the given figure is that of a closed object, none of its sides can have any infinite ends.

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3. Since the given figure is that of a closed object, none of its sides can have any infinite ends.

###
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###
A scalene triangle has _________ lines of symmetry.

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###
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###
Number of lines of symmetry in the figure given below is/are

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###
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###
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###
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###
Square has _________ lines of symmetry.

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### A part of a line; it has one endpoint and continues without end in one direction.

Note that a ray has one end point fixed and the other part is extending infinitely.

### A part of a line; it has one endpoint and continues without end in one direction.

Note that a ray has one end point fixed and the other part is extending infinitely.

###
The following letter have no line of symmetry.

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###
The following letter have no line of symmetry.

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###
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###
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### An exact location in space.

**Note that **a **point** is **dimensionless**; it has only the **position** in space and gives an **exact location** in space.

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###
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###
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###
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###
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###
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