Explain the difference between finding the volume of this right rectangular prism with whole unit cubes and with 1/2-unit cubes.
1 unit cubes
ill give the answer in the comment this is just to help cuz ik the answer.
Explain the difference between finding the volume of this right rectangular prism with whole unit cubes and with 1/2-unit cubes.
1 unit cubes
ill give the answer in the comment this is just to help cuz ik the answer.
It has differences like 1/2 is pretty big and the right rectangle is cut in half so its probably equal
The only difference between the 2 is that the volume for cuboid with full unit cubes = l x w x h and half units cube if 1/2 x l x w x h
the volume is 8x less with half unit cubes
step-by-step explanation:
the whole unit cubes would give a volume of 72 units^3. we can find this by usong v=lwh, where the length, width, and height are used as l, w, and h. we get v=12(3)(2). this is 72 units^3. the half unit cubes give a volume of 9 units^3. this is found the same way, but the lengths of each side is cut in half. this makes the equation v= 6(1.5)(1). this gives 9 units^3. 72/9=8. this shows that the volume would be 8x less with half unit cubes
A rectangle is a two dimensional object that has four sides. A rectangular prism is a three dimensional object with six faces.
Step-by-step explanation: