CBSE Questions for Class 5 Maths How Big How Heavy Quiz 2 - MCQExams.com

Weight of one 5 rupee coin is 9 g. If a bag of 5 rupee coins weighs 9 kg, then how many coins are present in the bag?
  • 100
  • 500
  • 10000
  • 1000
A 2 rupee coin weighs 6 g. What is the wight of sack containing 2200 coins?
  • 12700
  • 12450
  • 13200
  • 13000
If 1 Tonne=1000 kg, then how much Tonnes is 32500 kg?
  • 32 Tonnes
  • 32.5 Tonnes
  • 325 Tonnes
  • 3.250 Tonnes
If the length of each side of a cube is 1 ut., then what would be the length of the thread which is measured fully by 4 cubes lengthwise?
1946386_41efd2b06e834f7b9d943423921bc9dc.png
  • 4
  • 5
  • 6
  • 7
If the length of each side of a cube is 4 ut., then what would be the length of the thread which is measured fully by 4 cubes lengthwise?
1946389_bdff40f228ac41fd9859ee673c8ef3a3.PNG
  • 16 ut.
  • 17 ut.
  • 20 ut.
  • 24 ut.
If the length of each side of a cube is 5 ut., then what would be the length of the thread which is measured fully by 4 cubes lengthwise?
1946391_cdb6de2fedd249a09a215879375ce3e7.PNG
  • 20 ut.
  • 25 ut.
  • 30 ut.
  • 35 ut.
If the length of each side of a cube is 11 ut., then what would be the length of the thread which is measured fully by 4 cubes lengthwise?
1946401_2f7a4f5d713f436ca8d22ce6e44db075.PNG
  • 22 ut.
  • 33 ut.
  • 44 ut.
  • 55 ut.
If the length of each side of a cube is 3 ut., then what would be the length of the thread which is measured fully by 4 cubes lengthwise?
1946388_13b01d8ec880461a9cfd600314b32e9d.PNG
  • 12 ut.
  • 13 ut.
  • 14 ut.
  • 16 ut.
If the length of each side of a cube is 9 ut., then what would be the length of the thread which is measured fully by 4 cubes lengthwise?
1946400_74a5bdfd5de94d6992e90843c7b96398.PNG
  • 18 ut.
  • 27 ut.
  • 36 ut.
  • 45 ut.
If the length of each side of a cube is 8 ut., then what would be the length of the thread which is measured fully by 4 cubes lengthwise?
1946398_bf188c656e07461f98483f25bf1aca09.PNG
  • 16 ut.
  • 24 ut.
  • 32 ut.
  • 40 ut.
If the length of each side of a cube is 10 ut., then what would be the length of the thread which is measured fully by 4 cubes lengthwise?
1400782_320277b73b944a3eb81e3bc8ff5b7d14.PNG
  • 40 ut.
  • 50 ut.
  • 30 ut.
  • $$None$$
How many cubed pieces of fudge that are 3 inches on an edge can be packed into a Christmas tin that is 9 inches deep by 12 inches wide by 9 inches high with the lid still being able to be closed?
  • 18
  • 24
  • 32
  • 36
  • 43
$$250$$ men took a dip in a sacred tank which is $$80m\times 50m$$. What was the rise in the water level if the average displacement of $$1$$ man is $$4{m}^{3}$$.
  • $$25cm$$
  • $$12cm$$
  • $$20cm$$
  • $$15cm$$
A tank $$10$$metres long and $$4$$ metres wide is filled with water. How many litres of water must be drawn off to make the surface sink by $$1$$ metre? ($$1$$ cubic metre $$= 1000$$ litres)
  • $$30$$ kilolitres
  • $$55$$ kilolitres
  • $$35$$ kilolitres
  • $$40$$ kilolitres
How many cubes each of surface $$24$$ sq.dm can be made out of a metre cube (assuming that there is not wastage in the process)?
  • $$25$$
  • $$125$$
  • $$175$$
  • $$200$$
A cube of 11 cm edge is immersed completely in a rectangular vessel containing water. If the dimensions of base are 15 cm and 12 cm. Find the rise in water level in the vessel:
  • 6.85 cm
  • 7 cm
  • 7.31 cm
  • 7.39 cm
How many bricks $$20cm$$ by $$10cm$$ will be required to pave the floor of a room $$8m$$ long and $$5m$$ wide?
  • $$200$$
  • $$2000$$
  • $$3500$$
  • $$4000$$
A cube metal, whose edge is $$10cm$$, is wholly immersed in water contained in cylindrical tube whose diameter is $$20cm$$. By how much will the water level rise in the tube?
  • $$3cm$$
  • $$3\cfrac{2}{11}cm$$
  • $$5\cfrac{1}{2}cm$$
  • $$3\cfrac{1}{11}cm$$
  • NONE OF THESE
How many kilolitres of water can be pushed into an empty reservoir $$10m\times 5m$$ to raise the water level by $$2$$ metres?
($$1$$ kilolitre$$=1$$ cu.m)
  • $$80kl$$
  • $$120kl$$
  • $$50kl$$
  • $$100kl$$
A cylindrical can of internal diameter $$24cm$$ contains water. A solid sphere of radius $$6cm$$ is completely immersed in water in the cylinder. The water level increases by
  • $$0.25cm$$
  • $$0.5cm$$
  • $$2cm$$
  • $$3cm$$
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