EduSahara™ Worksheet
Name : Chapter Based Worksheet
Chapter : Areas of Parallelograms and Triangles
Grade : CBSE Grade IX
License : Non Commercial Use
Question 1
1.
In an isosceles right angled triangle △PQR, if QR = 19 cm is one of the equal sides, then area of the triangle =
  • (i)
    166.50 sq.cm
  • (ii)
    165.50 sq.cm
  • (iii)
    182.50 sq.cm
  • (iv)
    180.50 sq.cm
  • (v)
    207.50 sq.cm
Question 2
2.
Consider the following triangles. Which two triangles have the same area?
  • (i)
    △DEF and △GHI
  • (ii)
    △GHI and △MNO
  • (iii)
    △DEF and △MNO
  • (iv)
    △GHI and △JKL
  • (v)
    △DEF and △JKL
Question 3
3.
In △PQR, if base QR = 20 cm and the corresponding height of side QR = 12.98 cm, then area of the triangle =
  • (i)
    117.76 sq.cm
  • (ii)
    144.76 sq.cm
  • (iii)
    105.76 sq.cm
  • (iv)
    136.76 sq.cm
  • (v)
    129.76 sq.cm
Question 4
4.
In trapezium ABCD, if distance between the parallel sides is 4.47 cm and lengths of the parallel sides AB = 19.00 cm and CD = 9.00 cm, then area of the trapezium =
  • (i)
    62.58 sq.cm
  • (ii)
    67.58 sq.cm
  • (iii)
    57.58 sq.cm
  • (iv)
    59.58 sq.cm
  • (v)
    65.58 sq.cm
Question 5
5.
In a right angled triangle △PQR, if QR = 12 cm is one of the perpendicular sides and RP = 21.63 cm is the hypotenuse, then area of the triangle =
  • (i)
    92.00 sq.cm
  • (ii)
    108.00 sq.cm
  • (iii)
    114.00 sq.cm
  • (iv)
    121.00 sq.cm
  • (v)
    85.00 sq.cm
Question 6
6.
In △PQR, if base QR = 18 cm and the corresponding height of side QR = 13.15 cm, then area of the triangle =
  • (i)
    94.32 sq.cm
  • (ii)
    126.32 sq.cm
  • (iii)
    118.32 sq.cm
  • (iv)
    113.32 sq.cm
  • (v)
    141.32 sq.cm
Question 7
7.
Consider the following parallelograms. Which two parallelograms have the same area?
  • (i)
    EFGH and QRST
  • (ii)
    ABCD and QRST
  • (iii)
    MNOP and QRST
  • (iv)
    EFGH and MNOP
  • (v)
    ABCD and EFGH
Question 8
8.
In a right angled triangle △PQR, if the base QR = 19 cm and the corresponding height is 16 cm, then area of the triangle =
  • (i)
    125.00 sq.cm
  • (ii)
    164.00 sq.cm
  • (iii)
    148.00 sq.cm
  • (iv)
    160.00 sq.cm
  • (v)
    152.00 sq.cm
Question 9
9.
In a right angled triangle △PQR, if the base QR = 10 cm and the corresponding height is 12 cm, then area of the triangle =
  • (i)
    60.00 sq.cm
  • (ii)
    65.00 sq.cm
  • (iii)
    63.00 sq.cm
  • (iv)
    57.00 sq.cm
  • (v)
    55.00 sq.cm
Question 10
10.
In an isosceles triangle △ABC, if base BC = 19 cm and the corresponding height is 8.87 cm, then area of the triangle =
  • (i)
    79.30 sq.cm
  • (ii)
    81.30 sq.cm
  • (iii)
    89.30 sq.cm
  • (iv)
    87.30 sq.cm
  • (v)
    84.30 sq.cm
Question 11
11.
In an isosceles triangle △ABC, if BC = 19 cm, AB = CA = 18 cm, then area of the triangle =
  • (i)
    122.24 sq.cm
  • (ii)
    163.24 sq.cm
  • (iii)
    145.24 sq.cm
  • (iv)
    167.24 sq.cm
  • (v)
    142.24 sq.cm
Question 12
12.
In an isosceles triangle △ABC, if BC = 16 cm, AB = CA = 11 cm, then area of the triangle =
  • (i)
    60.40 sq.cm
  • (ii)
    63.40 sq.cm
  • (iii)
    55.40 sq.cm
  • (iv)
    57.40 sq.cm
  • (v)
    65.40 sq.cm
Question 13
13.
In an isosceles triangle △ABC, if base BC = 11 cm and the corresponding height is 11.78 cm, then area of the triangle =
  • (i)
    64.79 sq.cm
  • (ii)
    59.79 sq.cm
  • (iii)
    69.79 sq.cm
  • (iv)
    67.79 sq.cm
  • (v)
    61.79 sq.cm
Question 14
14.
In a right angled triangle △PQR, if QR = 17 cm, PQ = 19 cm are the lengths of perpendicular sides , then area of the triangle =
  • (i)
    139.50 sq.cm
  • (ii)
    161.50 sq.cm
  • (iii)
    175.50 sq.cm
  • (iv)
    156.50 sq.cm
Question 15
15.
In △PQR, if QR = 18 cm, RP = 19 cm and the corresponding height of side QR = 12.47 cm, then area of the triangle =
  • (i)
    94.25 sq.cm
  • (ii)
    88.25 sq.cm
  • (iii)
    135.25 sq.cm
  • (iv)
    112.25 sq.cm
  • (v)
    127.25 sq.cm
Question 16
16.
In rhombus PQRS, if diagonals QS = 14.00 cm and PR = 14.28 cm, the area of the rhombus =
  • (i)
    94.96 sq.cm
  • (ii)
    99.96 sq.cm
  • (iii)
    102.96 sq.cm
  • (iv)
    104.96 sq.cm
  • (v)
    96.96 sq.cm
Question 17
17.
In trapezium ABCD, if distance between the parallel sides is 9.32 cm and lengths of the parallel sides AB = 18.00 cm and CD = 9.00 cm, then area of the trapezium =
  • (i)
    153.82 sq.cm
  • (ii)
    122.82 sq.cm
  • (iii)
    99.82 sq.cm
  • (iv)
    133.82 sq.cm
  • (v)
    125.82 sq.cm
Question 18
18.
In an isosceles right angled triangle △PQR, if corresponding height to the base QR is 19 cm, then area of the triangle =
  • (i)
    195.50 sq.cm
  • (ii)
    164.50 sq.cm
  • (iii)
    180.50 sq.cm
  • (iv)
    197.50 sq.cm
Question 19
19.
Consider the following triangles. Which two triangles have the same area?
  • (i)
    △EFG and △KLM
  • (ii)
    △HIJ and △KLM
  • (iii)
    △EFG and △HIJ
  • (iv)
    △EFG and △NOP
  • (v)
    △HIJ and △NOP
Question 20
20.
In a right angled triangle △PQR, if QR = 20 cm is one of the perpendicular sides and RP = 26.91 cm is the hypotenuse, then area of the triangle =
  • (i)
    180.00 sq.cm
  • (ii)
    174.00 sq.cm
  • (iii)
    158.00 sq.cm
  • (iv)
    185.00 sq.cm
  • (v)
    192.00 sq.cm
Question 21
21.
In parallelogram PQRS, if base PQ = 15.00 cm and the corresponding height is 15.77 cm, then area of the parallelogram =
  • (i)
    231.55 sq.cm
  • (ii)
    218.55 sq.cm
  • (iii)
    236.55 sq.cm
  • (iv)
    243.55 sq.cm
  • (v)
    252.55 sq.cm
Question 22
22.
In an isosceles right angled triangle △PQR, if corresponding height to the base QR is 11 cm, then area of the triangle =
  • (i)
    60.50 sq.cm
  • (ii)
    57.50 sq.cm
  • (iii)
    65.50 sq.cm
  • (iv)
    55.50 sq.cm
  • (v)
    63.50 sq.cm
Question 23
23.
Consider the following triangles. Which two triangles have the same area?
  • (i)
    △OAB and △RAB
  • (ii)
    △OAB and △PAB
  • (iii)
    △OAB and △SAB
  • (iv)
    △RAB and △SAB
  • (v)
    △RAB and △PAB
Question 24
24.
In parallelogram PQRS, if base PQ = 20.00 cm and the corresponding height is 11.71 cm, then area of the parallelogram =
  • (i)
    246.20 sq.cm
  • (ii)
    208.20 sq.cm
  • (iii)
    261.20 sq.cm
  • (iv)
    234.20 sq.cm
  • (v)
    227.20 sq.cm
Question 25
25.
Consider the following triangles. Which two triangles have the same area?
  • (i)
    △SAB and △MAB
  • (ii)
    △SAB and △TAB
  • (iii)
    △NAB and △MAB
  • (iv)
    △NAB and △TAB
  • (v)
    △NAB and △SAB
    Assignment Key

  •  1) (iv)
  •  2) (iii)
  •  3) (v)
  •  4) (i)
  •  5) (ii)
  •  6) (iii)
  •  7) (iv)
  •  8) (v)
  •  9) (i)
  •  10) (v)
  •  11) (iii)
  •  12) (i)
  •  13) (i)
  •  14) (ii)
  •  15) (iv)
  •  16) (ii)
  •  17) (v)
  •  18) (iii)
  •  19) (iv)
  •  20) (i)
  •  21) (iii)
  •  22) (i)
  •  23) (i)
  •  24) (iv)
  •  25) (v)