It is the cube which has a volume of 64 cubic meters whereas the rectangular solid has a volume of 32 cubic meters
A rectangular prism that is 5 centimeters wide, 10 centimeters long and 4 centimeters high has a volume of 200cm3
To get the volume of a rectangular solid, multiply height times length times width- or 5x3x2. That is 30 cubic meters.
To find the volume of a rectangular solid (just like your box), you multiply the dimensions of Length, Width and Height. For your question: Volume = Length * Width * Height Volume = (9 cm) * (6 cm) * (3 cm) Volume = 162 cm3 To take this to a slightly higher level, you can give your answer in other units, recalling that 1 mL = 1 cm3, and you get the Volume = 162 mL
The equation for the volume of a rectangular prism (such as a block of ice) is height times width times depth. That would make the volume of this block of ice is 9 meters cubed.
It is the cube which has a volume of 64 cubic meters whereas the rectangular solid has a volume of 32 cubic meters
It is: 0.25*6.1*4.9 = 7.4725 cubic m
7" x 6" x 5" = 210 cubic inches
A rectangular prism that is 6 cm long, 2 cm wide and 5 cm high has a volume of 60cm3
Just multiply the three dimensions together10in x 4in x 7in = 280in3
A rectangular prism that is 5 centimeters wide, 10 centimeters long and 4 centimeters high has a volume of 200cm3
That depends on the exact shape of the figure. If it is a rectangular block, just multiply the three numbers.
For a cuboid, Volume = Length * Width * Height = 0.25*6.1*4.9 = 7.4725 m3
To get the volume of a rectangular solid, multiply height times length times width- or 5x3x2. That is 30 cubic meters.
the volume is 192 sq cm
Assumed correctly, a rectangular solid that's dimensions are 0.25m x 6.1m x 4.9m has a volume of 7.4725 cu.m. We are not sure of the existence of any formula for rctanglar soilds.
The density of an object depends on its mass and volume. There is some confusingly presented information about the volume but absolutely no information on the mass. It is, therefore, impossible to provide a sensible answer.