Compact Geometry(Triangle)
1) ABC is a right angled triangle in which Ang. A=90° and AB= AC. Find Angle B and C.
a) 60 b) 65 c) 72 d) 82
5)
a) 42 b) 45 c) 52 d) 55
6)
a) 40 b) 42 c) 38 d) 52
7)
a) 73 b) 83 c) 93 d) 103
8) In the given figure below, AB= AD, BC= DC Find angle ABC
9) In the figure BC= CD, Find the angle ACB
10) In the figure AB||CD and CA= CE. If angle ACE= 74 and ang. BAE= 15, find the value of x and y.
11) In the given figure AB||CD. Find the value of x,y z.
12) In the figure, MN is parallel to PR, angLBN= 70 and AB= BC. Find the value of Ang. ABC.
13) In the figure, ABC is an isosceles triangle with AB= AC and LM is parallel to BC. If Angle A= 50, find Angle LMC
a) 100 b) 115 c) 76 D) 105
14) In the figure AB= AC, CH= CB and HK|| BC. if Angle CAD= 137, Find Angle CHK
15) Find the measure of each lettered angle in the adjoining figure.
16) From the figure, find the value of x.
17) In ∆ABC , AB= AC and angle B= 50°, then angle C is
a) 40 b) 50 c) 80 d) 130
18) In ∆ABC , BC= AB and angle B= 80°, then angle A is
a) 80 b) 40 c) 50 d) 100
19) In ∆ABC , angle C= angle A and BC= 4, and AC= 5 then length of AB is
a) 4cm b) 5cm c) 2cm d) 2.5cm
20) In the adjoining figure BD= AD = AC. If Angle ABD= 36 then value of x is
21) In the figure given below, find the value of x.
22) In the given figure below, AB= AC and DE|| BC. Calculate
a) 30 b) 34 c) 43 d) 67 e) 81
B) y
a) 60 b) 70 c) 80 d) 90 e) 100
C) angle BAC
a) 44 b) 54 c) 64 d) 74 e) 84
23) In the given figure below, calculate the size of each lettered angle.
24) In the figure given below, find
a) 80 b) 90 c) 70 d) 60 e) none
B) z is
a) 60 b) 70 c) 80 d( 90 e) none
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