Volume of Irregular Shapes
Trending Questions
One litre is equal to how many glasses of water?
Question 1
A matchbox measures 4 cm×2.5 cm×1.5 cm. What will be the volume of a packet containing 12 such boxes?
A can of juice has of juice. How many glasses of can be filled with this?
- 2.25 litre
- 3.375 litre
- 2.5 litre
- 4.125 litre
Divide the composite figure into cuboids and calculate the total volume in cm3.
- 1024 cm3
- 1020 cm3
- 924 cm3
- 1224 cm3
Sharon bought a tin can whose capacity was . She Poured it with of water, of lime juice and of sugar solution. What capacity of tin can had she used up?
- 24 L 650 mL
- 26 L 550 mL
- 33 L 550 mL
- 27 L 550 mL
- 85 times
- 90 times
- 60 times
- 80 times
Divide the composite figure into cuboids and calculate the total volume in cm3.
- 1024
- 23
- 46
- 92
- 184
- 23 cm3
- 184 cm3
- 46 cm3
- 92 cm3
Divide the composite figure into cuboids and calculate the total volume in cm3.
- 1224 cm3
- 1020 cm3
- 1024 cm3
- 924 cm3
Divide the composite figure into cuboids and calculate the total volume in cm3.
- 1024
State True or False
We can form irregular shapes such as an "E" shaped block by arranging cubes in a predetermined particular order.
True
False
- 80 times
- 60 times
- 90 times
- 85 times
- 85 times
- 90 times
- 80 times
- 60 times
Divide the composite figure into cuboids and calculate the total volume in cm3.
- 924 cm3
- 1024 cm3
- 1020 cm3
- 1224 cm3
- 85 times
- 60 times
- 80 times
- 90 times
Divide the composite figure into cuboids and calculate the total volume in cm3.
- 1024
Divide the composite figure into cuboids and calculate the total volume in cm3.
- 1224 cm3
- 924 cm3
- 1024 cm3
- 1020 cm3
Divide the composite figure into cuboids and calculate the total volume in cm3.
- 1024
We can form irregular shapes such as a "T" shaped block by arranging cubes in a predetermined particular order.
False
True
- 20 cm
- 60 cm
- 50 cm
- 30 cm
- 9 cc
- 3.5 cc
- 5 cc
- 4.5 cc
Find the amount of water needed to mix with 3800 ml of milk to make it 5 L.
1200 ml
200 ml
2000 ml
120 ml
- 200 ml
- 2 cc
- 2000 cc
- 0.002 ml