Math, asked by jasmineraghuwanshi, 6 days ago

there are 2 tin 1 in shape of cube whose edges 6 cm and 1 in shape of cuboid of length 4 cm width 8 cm and height 3 cm find the ratio of volume​

Answers

Answered by llMagicalBlushll
3

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Solution:- (D) 36

Given:-

side of cube =6cm

⇒ Volume of cube =(side)

3

=(6)

3

=216cm

3

Volume of cuboid =2×3×1=6cm

3

No. of cuboids needed to form such cubes =

volume of cuboid

volume of cube

=

6

216

=36

Hence, 36 cuboids will be needed to form a cube of 6cm.

Hence, the correct answer is 36.

.

Answered by Anonymous
1

Answer:

Step-by-step explanation:

Edge of cube is 6 cm.

Cuboid’s length = 4 cm and width = 8cm and height is 3 cm.

Volume of cuboid = l×b×h ⇒ (V) = L×B×H.

V = 4×8×3 ⇒ 96cm³.

Volume of cube = 6a².

V = 6a² ⇒ a = 6.

V = 6(6)² = 6×36 ⇒ 180+36 = 216cm³.

CUBE:CUBOID ⇒ 216cm³:96cm³.

Take LCM to both Numerator/Denominator.

The ratio were taken by ≅3/4.

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