Determine and describe how changes in the linear dimensions of a shape affect its perimeter, area, surface area, or volume, including proportional and non-proportional dimensional change.
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Q 1/3
Score 0
What are a similar figures?
300
Two figures that have the same angle measures and different but proportional side lengths.
Two figures that have different but proportional angle measures and different but proportional side lengths.
Two figures that have the same angle measures and the same side lengths.
Two figures that have different but proportional angle measures and the same side lengths.
Q 2/3
Score 0
How does the proportion between side lengths in similar figures compare the the proportion between areas in similar figures?
300
The proportion between side lengths is the same as the proportion between areas.
The proportion between areas is the square of the numerator and the denominator of the proportion between side lengths.
The proportion between side lengths is the square of the numerator and denominator of the proportion between areas.
There is no relationship between the two proportions at all.
3 questions
Q.
What are a similar figures?
1
300 sec
111.41.C.10.B
Q.
How does the proportion between side lengths in similar figures compare the the proportion between areas in similar figures?
2
300 sec
111.41.C.10.B
Q.
Rectangle ABCD has a base of 5 and an area of 15. Rectangle WXYZ has a base of 15 and is similar to rectangle ABCD. What is the area of Rectangle WXYZ?
