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How do you solve the vol in cubic meters of a rectangular solid that is 0.25m long 6.1m wide and 4.9m high?
Wiki User
∙ 11y ago
For a cuboid,
Volume = Length * Width * Height = 0.25*6.1*4.9 = 7.4725 m3
Wiki User
∙ 11y ago
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What is the width of a rectangular prism if the volume is 48 cubic meters and its length is twice its width and the height is 4 meters longer than its width?
Let the width of the rectangular prism be y Therefore we can write all the measurements of the rectangular prism in terms of y. width = y length = 2y height = y + 4 Finding the volume of the rectangular prism y x 2y x (y + 4) = 48 2y2(y+4) = 48 y2(y+4) = 24 From this equation, we can see that y must equal 2 (22 x 6 = 24) Therefore the width of the rectangular prism is 2m. Note that in this question, when we got to the equation y2(y+4) = 24, we used 'guess and check' to find that y was. We purposely avoided expanding the bracket as this would have left us with a cubic to solve, which is quite difficult to solve analytically unless you already know one of its roots.
How do you solve a cubic centimeter?
A cubic centimetre is a measure of volume. There is nothing to solve.
How do you solve for cubic meter?
p
When did Tartaglia solve the cubic equations?
1539
The pressure of 250 kPa acting on 15 cubic meters of a gas at a temperature of 100 K is increased to 500 kPa and the volume is increased to 30 cubic meters?
Use the ideal gas equation to solve this. PV= nRT. You will have to convert your pressure to atmosphere to use the constant R = 0.0821 L*ATM/mol*K. You know your initial pressure, volume, and temperature. Moles can be neglected (n) because they will stay the same. You also know your final pressure and final volume, so you can solve for final temperature.
How to convert 1064.32 square meters to cubic meters?
you can't Square meters are a measure of area, cubic meters are a measure of volume. If you were told a cube has an area of 1064 square meters what is it's volume? then you could solve it but that is not what you have asked!
How do find density if only mass is given of a rectangular solid?
If this rectangular solid is actually in your possession, then you would measure it and calculate the volume, after which you can derive the density by dividing the mass by the volume. If it is not in your possession, then you are clearly being asked to call upon your psychic powers to solve this problem.
What is the width of a rectangular prism if the volume is 48 cubic meters and its length is twice its width and the height is 4 meters longer than its width?
Let the width of the rectangular prism be y Therefore we can write all the measurements of the rectangular prism in terms of y. width = y length = 2y height = y + 4 Finding the volume of the rectangular prism y x 2y x (y + 4) = 48 2y2(y+4) = 48 y2(y+4) = 24 From this equation, we can see that y must equal 2 (22 x 6 = 24) Therefore the width of the rectangular prism is 2m. Note that in this question, when we got to the equation y2(y+4) = 24, we used 'guess and check' to find that y was. We purposely avoided expanding the bracket as this would have left us with a cubic to solve, which is quite difficult to solve analytically unless you already know one of its roots.
How do you solve a cubic centimeter?
A cubic centimetre is a measure of volume. There is nothing to solve.
Convert 200 cubic meters in square meters?
The question does not have any sensible answer. A cubic foot is a measure of volume, while a foot is a measure of distance. It makes absolutely no sense to even try to convert from one to the other.
What is the lateral area of a rectangular solid with length 10 width 6 and height 4?
The formula for getting the Rectangular prism/solid is (Perimeter of the base)(Height)* Get the Perimeter of the rectangular prism first (2L + 2W) P = (2)(10) + (2)(6) = 20 + 12 = 22* Now lets solve for the Lateral Area LA = (22) (4)LA = 88
How do you solve for cubic meter?
p
How do you solve a rectangular prism?
What are the 5th features of development of computer?
How do you solve rectangular prism?
What are the 5th features of development of computer?
When did Tartaglia solve the cubic equations?
1539
How do you solve a rectangular area size?
Multiply length x width.
What are the dimensions of a 250 Liter drum?
Several dimensions can result in the same volume. Remember that liter is the same as cubic decimeter; 250 liter is equivalent to 0.25 cubic meters. Use the formula for a cylinder; use any value for the radius, then solve for the height.
