Mensuration Questions Practice Question and Answer
8 Q: The length of the diagonal of a square is ‘a’ cm. Which of the following represents the area of the square (in sq. cm.)?
415 0633192691fdfd616ed8dce88
633192691fdfd616ed8dce88- 12afalse
- 2$${a\over\sqrt { 2}\ }$$false
- 3$${a^2\over 2} $$true
- 4$${a^2\over 4} $$false
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Answer : 3. "$${a^2\over 2} $$"
Q: Diagonal of a given square is 4√2 cm. What is the diagonal of the other square whose area is double of the given square?
414 064537d9e223d4c08a7dfbde1
64537d9e223d4c08a7dfbde1- 18√2 cmfalse
- 216 cmfalse
- 37√3 cmfalse
- 48 cmtrue
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Answer : 4. "8 cm"
Q: Area of the floor of a cubical room is 64 m2. The length of the longest rod that can be kept in the room is:
414 06481875e772333474b9de219
6481875e772333474b9de219- 1$$16 \sqrt { 2} $$false
- 2$$4 \sqrt { 3} $$false
- 3$$12 \sqrt { 3} $$false
- 4$$8 \sqrt { 3} $$true
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Answer : 4. " $$8 \sqrt { 3} $$"
Q: If the numerical value of thes perimeter of an equilateral triangle is $$ \sqrt {3}$$ times the area of it, then the length of each side of the triangle is
414 064d23923eb9b4274b3544aae
64d23923eb9b4274b3544aae- 12 unitsfalse
- 23 unitsfalse
- 34 unitstrue
- 46 unitsfalse
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Answer : 3. "4 units "
Q: If a store room of a house is in the shape of a cuboid having a length of 3 m, a width of 2 m, and a height of 4m, find the total area of its four walls.
412 0643d11281ce944a93ea928f3
643d11281ce944a93ea928f3- 1$${{50cm^2}}$$false
- 2$${{20cm^2}}$$false
- 3$${{40cm^2}}$$true
- 4$${{24cm^2}}$$false
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Answer : 3. "$${{40cm^2}}$$"
Q: A sphere of radius 5 cm is melted to form a cone with base of same radius. The height (in cm) of the cone is
412 06464a0250e79a6cedff44d4b
6464a0250e79a6cedff44d4b- 15false
- 210false
- 320true
- 422false
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Answer : 3. "20 "
Q: In a triangle, two sides of 4 cm and 3 cm are at right angle. If the triangle is revolved along the 4 cm side, the curved surface area of the cone so formed will be
410 063d0de5a307947462be934df
63d0de5a307947462be934df- 162.8 cm2true
- 252.6 cm2false
- 364. 8 cm2false
- 467.6 cm2false
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Answer : 1. "62.8 cm2 "
Q: △ABC ∼ △DEF. If the areas of △ABC and △DEF are 100 cm2 and 81 cm2, respectively and the altitude of △DEF is 6.3 cm, then the corresponding altitude of △ABC is:
408 06489bd8451bf1947531e7e0f
6489bd8451bf1947531e7e0f- 19 cmfalse
- 25.6 cmfalse
- 37 cmtrue
- 48.4 cmfalse
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