1. Find the volume of a cube whose :
(a) side
= 4 cm
(c) side = 8 cm
(e) side = 35 cm
(b) side =
6 cm
(d) side = 10 cm
(1) side = 22 cm
(h) side = 120 mm
(8) side = 99 cm
Answers
Answer:
65 cm3
512cm3
42875 cm3
212 cm3
10648 cm3
1728000 mm3
970299 cm3
Step-by-step explanation:
volume=side × side×side
Question :
⇒ Find the volume of a cube whose :
(a) side = 4 cm
(b) side = 6 cm
(c) side = 8 cm
(d) side = 35 cm
(e) side = 10 cm
(f) side = 22 cm
(g) side = 120 mm
(h) side = 99 cm
--------------------
Before, finding the answer. Let's find out on how we can find the answer.
- To find the Volume of a Cube, we must use the formula of :
_______________
Given :
- side = 4 cm
- side = 6 cm
- side = 8 cm
- side = 35 cm
- side = 10 cm
- side = 22 cm
- side = 120 mm
- side = 99 cm
To find :
- Volume
Solution :
(b) Volume of Cube = a × a × a
= 4 × 4 × 4
= 64 cm³
∴ Volume of Cube is 64 cm³.
(b) Volume of Cube = a × a × a
= 6 × 6 × 6
= 216 cm³
∴ Volume of Cube is 216 cm³.
(c) Volume of Cube = a × a × a
= 8 × 8 × 8
= 512 cm³
∴ Volume of Cube is 512 cm³.
(d) Volume of Cube = a × a × a
= 35 × 35 × 35
= 42875 cm³
∴ Volume of Cube is 42875 cm³.
(e) Volume of Cube = a × a × a
= 10 × 10 × 10
= 1000 cm³
∴ Volume of Cube is 1000 cm³.
(f) Volume of Cube = a × a × a
= 22 × 22 × 22
= 10648 cm³
∴ Volume of Cube is 10648 cm³.
(g) Volume of Cube = a × a × a
= 120 × 120 × 120
= 1728000 mm³
∴ Volume of Cube is 1728000 mm³.
Volume of Cube = a × a × a
= 99 × 99 × 99
= 970299 cm³
∴ Volume of Cube is 970299 cm³.