(a) 98º
(b) 100º
(c) 108º
(d) 96º
Q2: A pair of angles is called linear pair if the sum of two adjacent angles is?
(a) 180º
(b) 90º
(c) 270º
d) 360º
Q3: Find the value of x, y and z
(b) x = 70º , y = 110º, z = 60º(c) x = 70º, y = 100º, z = 70º(d) x = 70º, y = 110º, z = 70ºQ4: An exterior angle of the triangle is 110º. And its two opposite interior angles are in the ratio 5:6. What are the values of those angles?(a) 50º, 60º(b) 25º, 30º(c) 35º, 42º(d) 40º, 48ºQ5: Lines l || k and m || n. Find the value of angle z
(a) 45º
(b) 60º
(c) 70º
(d) 50ºQ6:
Find the value of x
(a) 67º
(b) 71º
(c) 57º
(d)Â None of these
Q7: The side BC, AB and AC of the triangle ABC are produced in order forming exterior angles ∠ACD = x, ∠BAE = y and ∠CBF = z then the value of 2x + 2y + 2z is
(a) 180°
(b) 360°
(c) 540°
(d) 720°
Q8: The angles of the triangles are in the ratio 1 : 2 : 3. Then the triangle is
(a)Â scalene
(b)Â obtuse angled
(c)Â acute angled
(d)Â right angles
True or FalseQ1: Pairs of vertically opposite angles is always equalQ2: The sum of the angles of a triangle is 180º
Q3: If the sum of two adjacent angles is 45º, then two adjacent angles are acute angles
Q4:Â If a line is perpendicular is one of two parallel lines, then it is also perpendicular to the other
Q5:Â Two lines are intersected by the transversal, and then the corresponding angles are equal
Q6: Can we have a triangle where all the interior angles are more than 60º
Q7: Sum of two complimentary angles is equal to 90º
Q8: Sum of all the exterior angles of any polygon is always 360º
Fill in the blanks Q1: Sum of two supplementary angles is ______.Q2: Two lines parallel to the same line is ____ each other.
Q3:Â An acute angle is always less than _____.
Q4:Â Angles forming a linear pair are ______.
Q5:Â If one angle of triangle is equal to the sum of other two angles, then the triangle is ______.
Q6:Â If two straight lines intersect, the adjacent angles are ______.
Table Type Question
Short Answer Type QuestionsQ: Write the type of angles
(i)Â 
(ii)Â 
(iii)Â 
(iv)Â 
(v)Â 
(vi)Â 
(vii)Â 