A rectangular water reservoir contains 42000 litres of water. Find the depth of the water in the reservoir if its base measures 6 m by 3.5 m.

Open in App

Solution

1000 I = 1 cubic m
$42000 I = \frac{42000}{1000}$ cubic m
= 42 cubic m
Volume = 42 cubic cm
l b h = 42
$6 \times 3.5 \times h = 42$
h = 2 m

Suggest Corrections

Similar questions

A rectangular water reservoir contains 42000 litres of water. If the length of reservoir is 6 m and its breadth is 3.5 m. the depth of the reservoir is

(a) 2 m

(b) 5 m

(d) 8 m

A rectangular water reservoir contains 105 m^3 of water. Find the depth of t the reservoir if its base measures 12 m by 3.5 m.

Q. A rectangular water reservoir contains

42000 m

of water. Find the depth of water in the reserve if its base measures

6 m \times 3.5 m

Q. Tick (✓) the correct answer:
A rectangular water reservoir contains 42000 litres of water. If the length of reservoir is 6 m and its breadth is 3.5 m, the depth of the reservoir is
(a) 2 m
(b) 5 m
(c) 6 m
(d) 8 m

Q. A rectangular water reservoir contains 36,000 L of water. Find the depth of depth of the water in the reservoir, if base measures 8 m by 4 m. Also, find the surface area of the reservoir.

Join BYJU'S Learning Program

A rectangular water reservoir contains 42000 litres of water. Find the depth of the water in the reservoir if its base measures 6 m by 3.5 m.

1000 I = 1 cubic m 42000I=420001000 cubic m = 42 cubic m Volume = 42 cubic cm l b h = 42 6×3.5×h=42 h = 2 m

1000 I = 1 cubic m
$42000 I = \frac{42000}{1000}$ cubic m
= 42 cubic m
Volume = 42 cubic cm
l b h = 42
$6 \times 3.5 \times h = 42$
h = 2 m