Question

the volume of a box is 13400 cu. cm.
and with base area 670 sq. cm.
Find the height of box.
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Answer 1

Answer:

Step-by-step explanation:

Let the box be a cuboid.

Volume of box = L * B * H = 13400 cm³  --- (1)

The base of a cuboid is a rectangle.

Area of Base = L * B = 670 cm² ---- (2)

From (1),

L * B * H = 13400

=> 670 * H = 13400 (∵ from (2) L * B = 670 cm²)

=> H = 13400/670 = 20 cm.

Answer 2

Given:

• Area of the box (A) = 13400 cu.cm.
• Base = 670 sq.cm.

To Find:

• Height of the box, (h).

Solution:

• From the S.I units used in the qusetions we get to know that the box is cuboid/cube.
• We know that,
• Area of cuboid = base of cuboid*height of cuboid
• Volume of the box is considered as the area of the cube.
• A = b*h
• Substituting the given values we get,
• 13400 = 670h
• h = 13400/670 = 20 cm, height of the box.

Height of the box, (h)  = 20 cm.