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How do you find the base area of a rectangular tank?

How do you find the base area of a rectangular tank?

For a rectangular tank with the length l = 4 cm, width w = 5 cm and height h = 7 cm, we can calculate its surface area like so: A = 2lw + 2lh + 2wh.

How do you find the area of a water tank?

Measure the length, width, and height of the tank. Multiply those dimensions together to get the volume of the tank. One cubic foot holds roughly 7½ US gallons. How much water can store in a tank of 6 feet diameter and 1 feet height?

What is the volume of rectangular tank of 30m length 20m width and 10m height?

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Answer: the volume of a rectangular tank of 30 m length, 20m width and 10m height is 6000 m³.

What is the formula of surface area of rectangle?

How to find the surface area of a rectangle? You can use the following formula to find the area of a rectangle. Step 1: Multiply the length by the width. Step 2: L X W , where L is the length and W is the width. Step 2: L X L = L2, where L is the length of each side.

How do I measure the size of my tank?

Rectangular Tanks Measure the length, width and depth of the tank using a tape measure. You can measure from the inside of the tank or, if preferable, measure the outside and then subtract the width of the tank walls to determine the inside measurement.

What is the volume of a rectangular tank of 30m?

Rectangular Tanks Answer: the volume of a rectangular tank of 30 m length, 20m width and 10m height is 6000 m³.

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How many Litres of water is in a rectangular tank?

2) calculate volume of rectangular water tank multiply Length, breadth and their height, as Volume = 2m × 1m × 0.5m = 1m3, 3) you get volume of water rectangular tank it can hold 1 cubic metre, multiply the answer by 1000 as 1×1000= 1000 liters, the result 1000 is rectangular water tank capacity in liters.

How do u find the height of a rectangle?

Divide the volume by the product of the length and width to calculate the height of a rectangular object. For this example, the rectangular object has a length of 20, a width of 10 and a volume of 6,000. The product of 20 and 10 is 200, and 6,000 divided by 200 results in 30. The height of the object is 30.