Question
Rectangle EFGH is dilated by a scale factor of 33 to form rectangle E'F'G'H'. Side EF measures 22. What is the measure of side E'F'?
Answers
GPT-4o mini
To find the measure of side E'F' after rectangle EFGH is dilated by a scale factor of 33, we can use the following relationship:
\[
\text{New side length} = \text{Original side length} \times \text{Scale factor}
\]
Given that side EF measures 22 and the scale factor is 33, we can calculate the new side length E'F' as follows:
\[
E'F' = EF \times \text{Scale factor} = 22 \times 33
\]
Calculating this:
\[
E'F' = 22 \times 33 = 726
\]
Therefore, the measure of side E'F' is \( \boxed{726} \).
\[
\text{New side length} = \text{Original side length} \times \text{Scale factor}
\]
Given that side EF measures 22 and the scale factor is 33, we can calculate the new side length E'F' as follows:
\[
E'F' = EF \times \text{Scale factor} = 22 \times 33
\]
Calculating this:
\[
E'F' = 22 \times 33 = 726
\]
Therefore, the measure of side E'F' is \( \boxed{726} \).