The volume of a rectangular prism is 56 cubic centimeters. Which of the following could be the dimensions of the rectangular prism
what are three factors of 56?
Surely you know your times table.
Hfhfdhdhfzjtdhtdydahrxhfzjgcjffudufdjtdjgxhgckgxhvjffjahrsgjzjfhd bobo tanga walang alam
To find the dimensions of the rectangular prism, we need to consider the factors of the volume, which is 56 cubic centimeters.
The factors of 56 are 1, 2, 4, 7, 8, 14, 28, and 56.
Now, let's consider each factor as a length, width, or height of the rectangular prism.
If we take 1 as a length, then the width and height would need to be 56 and 1, respectively.
If we take 2 as a length, then the width and height would need to be 28 and 1, respectively.
If we take 4 as a length, then the width and height would need to be 14 and 1, respectively.
If we take 7 as a length, then the width and height would need to be 8 and 1, respectively.
Similarly, we can find other possibilities using the remaining factors.
Therefore, the possible dimensions of the rectangular prism could be:
1, 56, 1
2, 28, 1
4, 14, 1
7, 8, 1
Note that we can also have different arrangements of these dimensions, such as 56, 1, 1 or 1, 1, 56, but the volume remains the same.