Question

Find the height of the cuboid whose volume is 225 cm³ & base area is 15 cm? *​

Answer 1

Answer:

Volume of cuboid=225cm^3

Volume=l×b×h

Base area=l×b=15cm

l×b×h=225

15×h=225

h=225/15

h=15cm

Answer 2

Answer:

Question:-

• Find the height of the cuboid whose volume is 225 cm³ & base area is 15 cm²

Answer :-

Given :-

• Volume of cuboid = 225 cm³
• Base area = 15 cm²

To Find :-

• Height of the cuboid

Formula Used :-

${\red\bigstar\: { \boxed{\small{\bold\green{Volume_{(Cuboid)}\:\ = \:Base \: Area \times height }}}}} \:★$

$\bf\underbrace\orange{Solution:}$

Volume of cuboid = 225 cm³

Base area = 15 cm²

${\red\bigstar\: { \boxed{\small{\bold\green{Volume_{(Cuboid)}\:\ = \:Base \: Area \times height }}}}} \:★$

$\bf\implies \:225 = 15 \times height$

$\bf\implies height = \:{\cancel\dfrac{225}{15} = 15}$

$\bf\implies \:height \: = 8 \: cm$

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Additional Information:-

Cuboid

Volume = l × b × h

Curved Surface Area = 2 × (l + b) × h

Total Surface Area = 2 × (l×b + b×h + h×l)

Perimeter = 4 × (l + b + h)

where,

• l = Length of Cuboid
• b = Breadth of Cuboid
• h = Height of Cuboid

Cube

Volume = (side)³

Curved Surface Area = 4 × (side)²

Total Surface Area = 6 × (side)²

Perimeter = 12 × side

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