ICSE Board Practice

ICSE Grade IX - Triangles
Question 1
1.
    • The side opposite to the vertex
    • M
  •  


    LP
     
     
  •  


    OM
     
     
  •  


    NL
     
     
  •  


    LM
     
     
  •  


    MN
     
     
Question 2
2.
Which of the following are measures of a scalene triangle ?
  • ∠L = 64.78° , ∠M = 57.61° , ∠N = 57.61°
  • ∠L = 48.74° , ∠M = 69.98° , ∠N = 61.28°
  • ∠L = 45° , ∠M = 90° , ∠N = 45°
  • ∠L = 65.16° , ∠M = 57.42° , ∠N = 57.42°
  • ∠L = 60° , ∠M = 60° , ∠N = 60°
Question 3
3.
Find the unknown marked angle in the following figure
  • x
    =
    55.23°
  • x
    =
    59.23°
  • x
    =
    57.23°
  • x
    =
    56.23°
  • x
    =
    58.23°
Question 4
4.
In the given figure, △GHI in which ∠H = 56.18° and ∠I = 50.31°. GJ and HI bisects each other. Find the value of z
  • z
    =
    72.51°
  • z
    =
    75.51°
  • z
    =
    73.51°
  • z
    =
    74.51°
  • z
    =
    71.51°
Question 5
5.
In the given figure, calculate the value of x.
  • x
    =
    22°
  • x
    =
    24°
  • x
    =
    23°
  • x
    =
    26°
  • x
    =
    25°
Question 6
6.
Which of the following are measures of an equilateral triangle ?
  • ∠A = 71.38° , ∠B = 54.31° , ∠C = 54.31°
  • ∠A = 60° , ∠B = 60° , ∠C = 60°
  • ∠A = 58.67° , ∠B = 41.08° , ∠C = 80.25°
  • ∠A = 45° , ∠B = 90° , ∠C = 45°
  • ∠A = 38.16° , ∠B = 90° , ∠C = 51.84°
Question 7
7.
Which of the following are measures of an isosceles right angled triangle ?
  • CD = 13 cm , DE = 10 cm , EC = 11 cm
  • CD = 13 cm , DE = 13 cm , EC = 13 cm
  • CD = 13 cm , DE = 13 cm , EC = 18.38 cm
  • CD = 14 cm , DE = 19 cm , EC = 11 cm
  • CD = 14 cm , DE = 10 cm , EC = 12 cm
Question 8
8.
With the data in the figure, △HKI ≅ △IJH by which property?
  • SSS Congruency
  • RHS Congruency
  • not congruent
  • ASA Congruency
  • SAS Congruency
Question 9
9.
    • The vertex opposite to the side
    •  


      CD
       
       
  • E
  • D
  •  


    EF
     
     
  • C
Question 10
10.
In the given figure, find ∠CDB
  • 68°
  • 67°
  • 65°
  • 69°
  • 66°