Amita decided that she wants the mold to have a square base. How many of the possiblemolds can she make.
Read what you posted. I hope you see why it is unlikely that anyone will offer help.
volume-LxWxH=28
square base 2 sides are equal
2x2x7--> 1 possible combination with 2 sides equal
1*1*28 1 possible combination with 2 sides equal
1x14x2 -not equal measurement
1x1x28 not equal measurement
1x4x7not equal measurement
so 2 mold is possible for square base
To determine the number of possible molds Amita can make with a square base, we need some additional information. Specifically, what are the restrictions or constraints on the size and dimensions of the molds?
If there are no specific restrictions on the size or dimensions of the molds, Amita can make an infinite number of possible molds with a square base. This is because the size of the square base can vary continuously.
However, if there are constraints, such as a fixed size or specific dimensions for the molds, then the number of possible molds will be finite and dependent on those constraints.