Math, asked by adityacrico07, 16 days ago

Find the new volume of a cuboid:
a. whose length is increased four times, breadth is
reduced to one-fourth, and height is left unchanged.
AREA A​

Answers

Answered by venom0136
0

Answer:

,Find the new volume of a cuboid:

Find the new volume of a cuboid:a. whose length is increased four times, breadth is

Find the new volume of a cuboid:a. whose length is increased four times, breadth isreduced to one-fourth, and height is left unchanged.

Find the new volume of a cuboid:a. whose length is increased four times, breadth isreduced to one-fourth, and height is left unchanged.AREA A

Step-by-step explanation:

Let, the original length, breadth and height of the cuboid be l,b, and h respectively.

Therefore, new length = 4l

New breadth = 2b

New height =

3

1

h

Initial Volume = lbh

New Volume =

3

1

℘Ɩɛąʂɛ ɱąཞƙ ɱɛ ąʂ ą ცཞąıŋƖıʂɬ ąŋʂῳɛཞ

×2×4(lbh) =

3

8

lbh

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