compare the two lengths of the corresponding dimenstions:
lengths: 14.7/4.2 = 3.5
widths : 20.3/5.8 = 3.5
heights: 33.6/9.6 = 3.5
well, how about that ??
The dimensions of the smaller prism are each multiplied by what factor to produce the corresponding dimensions of the larger prism?
lengths: 14.7/4.2 = 3.5
widths : 20.3/5.8 = 3.5
heights: 33.6/9.6 = 3.5
well, how about that ??
Let's start by comparing the lengths of the two prisms:
Length of the larger prism = 14.7 cm
Length of the smaller prism = 4.2 cm
To find the factor of multiplication, we divide the length of the larger prism by the length of the smaller prism:
14.7 cm รท 4.2 cm โ 3.5
Therefore, the length of the smaller prism is multiplied by a factor of about 3.5 to produce the length of the larger prism.
Now, let's compare the widths:
Width of the larger prism = 20.3 cm
Width of the smaller prism = 5.8 cm
Similar to before, we divide the width of the larger prism by the width of the smaller prism:
20.3 cm รท 5.8 cm โ 3.5
Again, we find that the width of the smaller prism is multiplied by a factor of about 3.5 to produce the width of the larger prism.
Finally, let's compare the heights:
Height of the larger prism = 33.6 cm
Height of the smaller prism = 9.6 cm
Dividing the height of the larger prism by the height of the smaller prism:
33.6 cm รท 9.6 cm โ 3.5
As previously, we conclude that the height of the smaller prism is multiplied by a factor of about 3.5 to produce the height of the larger prism.
In summary, the dimensions of the smaller prism are each multiplied by a factor of about 3.5 to produce the corresponding dimensions of the larger prism.