In the figure, BE = 2BC and area (ΔABC) = 60 cm2, then ar (ΔAE

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 Multiple Choice QuestionsMultiple Choice Questions

111. In the figure, ABCD is a parallelogram of area 128 cm2. If CF = 16 cm, the length of AD is:


  • 8 cm
  • 4 cm
  • 16 cm
  • 16 cm
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112. In the figure, parallelogram ABCD and ΔBCP are on the same base BC and between the same parallels. If ar(BCP) = 15 cm2. Then ar (ABCD) equals:


  • 7.5 cm2 
  • 30 cm2
  • 15 cm2 
  • 15 cm2 
265 Views

113. In the given figure, D is the mid-point of side BC of ΔABC and E is the mid-point of AC. If ar (DEC) = 6 sq. units, then ar (ABC) (in sq. units) is equal to:


  • 12 
  • 18
  • 24  
  • 24  
139 Views

114. In the given figure, ABCD is a parallelogram. F and E are mid-points of CD and AB respectively. If area (BEC) = a sq units, then the area (ABCD) (in sq. units) is equal to:


  • 2a
  • a
  • 3a 
  • 3a 
135 Views

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115. Parallelogram ABCD and ΔAPD are on the same base AD and between the same parallels AD and BC. If the area of ΔAPD is 12 cm2, then the area of || gm ABCD (in cm2) is:


  • 12
  • 18
  • 18
116 Views

116.

In the figure, the area of parallelogram PQRS is:

  • PQ x QB
  • QR x QC
  • SR x QC 
  • SR x QC 
112 Views

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117. In the figure, BE = 2BC and area (ΔABC) = 60 cm2, then ar (ΔAEC) is:


  • 15 cm2   
  • 20 cm2
  • 30 cm2
  • 30 cm2


B.

20 cm2
177 Views

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118. In the figure, ABCD is a parallelogram. If area (AOD) = 12 cm2, then area (ABCD) is:


  • 3 cm2
  • 24 cm2
  • 48 cm2
  • 48 cm2
131 Views

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119. In the figure, ABCD is a parallelogram, then      

fraction numerator ar left parenthesis space parallel to space gm space ABCD over denominator ar left parenthesis increment DPC right parenthesis end fraction space is colon


  • 1 : 2
  • 2 : 1
  • 1 : 3
  • 1 : 3
104 Views

120. In the figure below, D is mid-point of side BC of ΔABC. O is mid-point of AD. If area of ΔAOB = 8 cm2, then area of ΔABC is:


  • 16 cm2
  • 24 cm2
  • 32 cm2
  • 32 cm2
97 Views

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