Mensuration Questions Practice Question and Answer
8 Q: Cost of fencing a circular plot at the rate of Rs.15 per m is Rs.3300. what will be the cost of flooring the plot at the rate of Rs.100 per square metre?
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5fd9c247079b5044b46512a7- 1385000true
- 2220000false
- 3350000false
- 4Cannot be determinedfalse
- 5None of thesefalse
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Answer : 1. "385000"
Q: If the perimeter of a rectangle is 24cm with length being twice as its breadth, find its area.
1088 05ebcf48ed33dc17bd4959760
5ebcf48ed33dc17bd4959760- 124 sq.cmfalse
- 232 sq.cmtrue
- 328 sq.cmfalse
- 436 sq.cmfalse
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Answer : 2. "32 sq.cm "
Q: ABCD is parallelogram. P and Q are the mid points of sides BC and CD respectively. If the area of ∆ABC is 12 cm2 then the area of ∆APQ is
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5dcb8dc6f72fe8707662d1a9- 1false
- 2false
- 3true
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Answer : 3. " "
Q: In a triangle, lengths of all the three medians are 9 cm, 12 cm. and 15 cm respectively. Then what will be the area of the triangle?
1081 060c345203ef9d27847d0fe1e
60c345203ef9d27847d0fe1e- 154false
- 260false
- 336false
- 472true
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Answer : 4. "72 "
Q: If the side of the square is increased by 30%, then how much % does its area get increased?
1075 05e843bc185838711431c0395
5e843bc185838711431c0395- 159%false
- 269%true
- 379%false
- 449%false
- 5None of thesefalse
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Answer : 2. "69%"
Q: Let ABCD be a quadrilateral. Let the diagonals AC and BD meet at O. Let the perpendicular drawn from A to CD meet CD at E. Further, AO: OC = BO: OD, AB = 30 cm. CD = 40 cm. and the area of the quadrilateral ABCD is 1050 cm2. What is BE equal to?
1062 060f7e2705ae2256f5e7fda33
60f7e2705ae2256f5e7fda33- 130√2true
- 240√2false
- 360√2false
- 420√2false
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Answer : 1. "30√2 "
Q: If the length and breadth of a rectangle are in the ratio 3:2 and its perimeter is 20 cm, then the area of the rectangle (in cm2) is
1060 05d709baa3b18207684dae264
5d709baa3b18207684dae264- 1
- 2false
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Answer : 1. " "
Explanation :
2(3x+2x)=20
x=2
then the length and breadth of a rectangle is 6, and 4
The Area of Rectangle will be Length*breadth=6*4=24 cm2
Q: The difference of the areas of two squares drawn on two line segments of different lengths is 32 sq.cm, Find the length of the greater line segment if one is longer than the other by 2cm.
1059 05d709a4e3b18207684dae1df
5d709a4e3b18207684dae1df- 17 cmfalse
- 29 cmtrue
- 311 cmfalse
- 416 cmfalse
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Answer : 2. "9 cm"
Explanation :
According to question given that x2-y2=32, and x-y=2
then we find x and y