Question

1
If the length of a cuboid is (2x+2) units and its breadth and
height are (2x-2)
units each, then the volume of the cuboid
is cubic units.
​

Answer 1

Answer:

Step-by-step explanation:

Length of cuboid = (2x + 2) units

Breadth of cuboid = (2x - 2) units

Height of cuboid = (2x - 2) units

Volume of cuboid is

$Volume = Length \times Breadth \times Height\\\\ Volume = (\,2x + 2)\, \times (\,2x - 2)\, \times (\,2x - 2)\,\\\\ Volume = (\,(\,2x)\,^2 - (\,2)\,^2)\ \times (\,2x - 2)\,\\\\ Volume = (\,4x^2 - 4)\, \times (\,2x - 2)\, \\\\ Volume = 8x^3 - 8x^2 - 8x + 8$ cubic units

Answer 2

Answer:

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