Parallel Lines and Transversal Worksheet

Parallel Lines and Transversal Worksheet

Let us solve these Parallel Lines and Transversal Worksheets.

 

Parallel Lines and Transversal Worksheet 1 with Answers

 

1. Choose the correct answer for each of the following:

a. A line which intersects two or more lines at different points is

i. intersecting lines          

ii. transversal lines        

iii. parallel lines        

iv. oblique lines

b. If two lines are intersected by a transversal and then the sum of co-interior angles is always

i. 240°                 

ii. 360°                  

iii. 110°                 

iv. 180°

c. If two lines are intersected by a transversal then the alternate angles between parallel lines are

i. not equal            

ii. complementary          

iii. equal            

iv. supplementary

d. If two lines are intersected by a transversal and a pair of interior angles are equal then the lines are

i. transversals            

ii. parallel lines              

iii. intersecting             

iv. none of these

2. State true or false for each of the following:

a. Two lines which intersect at 90° to each other are called perpendicular lines.

b. When two lines never meet, they are said to be intersecting lines.

c. Two points can be joined by a straight line or a curved line.

3. In the given figures, p||q and s is a transversal such that 6 = 100°. Find all the other angles marked in the figure.                                                  

4. Fill in the blanks:

a. Co-interior angles between parallel lines are ___________.

b. Corresponding angles between pair of parallel lines are ___________.

c. Parallel lines are always ___________.

 

Parallel Lines and Transversal Worksheet 2 with Answers

 

1.  In the given figure AB || CD || EF. Find the value of a, b and c.

2. Find the reflex angle at O.


3. Show that AB||EF, in the given fig. and then find the value of a, b, c and d.


4. State true or false for each of the following:

a. Vertically opposite angles are supplementary.

b. Two lines are said to be intersecting, if they have no common point.

c. Standing lines are called vertical lines.

d. When two parallel lines are intersected by a transversal, then the sum of interior angles on the same side of transversal is complementary.

 

Parallel Lines and Transversal Worksheet 3 with Answers

 

1. Choose the correct answer for each of the following:

a. When a transversal intersects two parallel lines, how many angles are formed?

i. 10                       

ii. 4                     

iii. 8                         

iv. 12

b. Sleeping lines are known as

i. vertical lines           

ii. oblique lines           

iii. transversal lines             

iv. horizontal lines

c. Two parallel lines

i. meet at a point       

ii. meet on a line          

iii. never meet        

iv. lie in one straight line

d. If two parallel lines are intersected by a transversal, then

i. Vertically opposite angles are equal.

ii. Alternate interior angels are complementary.

iii. Corresponding angles are supplementary.

iv. Co-interior angles are supplementary. 

2. In the given figure, show that AB||CD

 

3. Find the value of unknown angles from the figure.

4. Find the value of a in the figure if the lines AB and CD are parallel.


5. Find the value of unknown angles.


6. Classify as parallel lines and perpendicular lines:

a. windows (opposite sides) b. traffic lights

c. paper (edges) d. straight tree e. railroads

7. Show that PQ||ST.




ANSWERS


Worksheet 1

1. a. ii          b. iv

    c. iii         d. ii

2. a. True     b. False

    c. True

3. a. ∠1 = 80°, ∠2 = 100°

     ∠3 = 100°, ∠4 = 80°

     ∠5 = 80°, ∠7 = 80°

     ∠8 = 100°

   b. ∠1 = 40°, ∠2 = 100°

4. a. supplementary

    b. Equal

    c. non-meeting

 

Worksheet 2

1. a. a = 53°, b = 53°, c = 53°

    b. a = 110°, b = 70°, c = 70°

2. a. 300°       b. 270°

3. a = 55°, b = 125°

    c = 55°, d = 125°

4. a. False      b. False

    c. True       d. False

 

Worksheet 3

1. a. iii          b. iv

    c. iii          d. iv

2. Do it yourself by finding the corresponding angles

3. a = 80°, b = 120°, c = 60°

    d = 80°, e = 100°

4. a = 75°

5. a. x = 50°, y = 60°

    b. x = 50°, y = 60°

    c. x = 70°, y = 40°

    d. x = 110°, y = 70°

6. a. Parallel lines  

    b. Perpendicular lines

    c. Perpendicular lines

    d. Perpendicular lines

    e. Parallel lines  

7. Do it yourself by finding the corresponding angles



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