Math, asked by kamalpreet06823, 4 months ago

10 cm. Find the height of the cuboid.
utacean of the cuboid
of the total surface area of the cuboid and that of the cubes
& The adione figure shows a closed victory-stand whose dimensions are given in corupting its
1
50
40
. 3
2
application
.. Find the length of the longest thin stick that can be kept in a room whose length, breadth and height
are 3 m, 2 m and 3 m respectively,
1. A tall rectangular vessel is half-filled with water. The dimensions of its base are 50 cm x 30 cm
cube of edge 10 cm is dropped into the vessel. Find the rise in the water level in the
id cuboid of dimensions cm 4 cm x 2 cm is melted and cast into identical cubes of edge
Abd cubet edge 10 cm is melted and cast into a cuboid whose base measures 20 cm by
Fauce each of edge om, are put one above the other to form a cuboid. Find the total
Acido dimensions 10 cm x 2 cm 2 cm is divided into cubes of edge 2 cm. Find the ratio
Wome and total surface aren, each face being rectangular. (The bottom of the stand is open.)​

Answers

Answered by skrillexnoob69
0

Answer:

10 cm. Find the height of the cuboid.

utacean of the cuboid

of the total surface area of the cuboid and that of the cubes

& The adione figure shows a closed victory-stand whose dimensions are given in corupting its

1

50

40

. 3

2

application

.. Find the length of the longest thin stick that can be kept in a room whose length, breadth and height

are 3 m, 2 m and 3 m respectively,

1. A tall rectangular vessel is half-filled with water. The dimensions of its base are 50 cm x 30 cm

cube of edge 10 cm is dropped into the vessel. Find the rise in the water level in the

id cuboid of dimensions cm 4 cm x 2 cm is melted and cast into identical cubes of edge

Abd cubet edge 10 cm is melted and cast into a cuboid whose base measures 20 cm by

Fauce each of edge om, are put one above the other to form a cuboid. Find the total

Acido dimensions 10 cm x 2 cm 2 cm is divided into cubes of edge 2 cm. Find the ratio

Wome and total surface aren, each face being rectangular. (The bottom of the stand is open.)

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