Copy of Similar Figures

Use the applets below to prove or disprove the following conjectures. 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[/img][br]
Drag the slider to change the size of the grey shape.
Do you think all rectangles are similar? Explain why you think this.
Drag the slider to change the size of the grey shape.
Do you think all equilateral triangles are similar? Explain why you think this.
Drag the slider to change the size of the grey shape.
Do you think all isosceles triangles are similar? Explain why you think this.
Drag the slider to change the size of the grey shape.
Do you think all parallelograms are similar? Explain why you think this.
Drag the slider to change the size of the grey shape.
Do you think all squares are similar? Explain why you think this.

Scale Factor

[color=#333333]A scale factor is the the ratio of any two corresponding lengths in two similar, geometric figures.[/color]
What happens to the triangle on the right as you lower the scale factor (k)?
Change the scale factor (k) to 3. What is the relationship between side CB and side C'B'?
Keep the scale factor (k) at 3. What is the relationship between side CD and side C'D'?
What is the scale factor from triangle ABC to triangle DEF?
How do you think you can predict a side length of a new figure based on the original figures side length and the scale factor?
Use the following picture to make predictions.
Predict the new dimensions of a rectangle if you were to apply a scale factor of 2 to the rectangle.
Predict the new dimensions of a rectangle if you were to apply a scale factor of 5 to the rectangle.
Predict the new dimensions of a rectangle if you were to apply a scale factor of [math]\frac{1}{2}[/math] to the rectangle.

Perimeter Scale Factor

Use the slider below to explore the relationships between scale factor and perimeter.
Set the scale factor to 2. [br]As Square B doubles in size compared to Square A, what happens to Square B's perimeter compared to Square A?
Set the scale factor to 3.[br]As Square B triples in size compared to Square A, what happens to Square B's perimeter compared to Square A?
If Square B is 7 times larger than Square A, explain how you could determine the Square B's perimeter and area.
If Square B is half the size of Square A, predict the perimeter of Sqaure B.
What is the relationship between scale factor and perimeter?

Scale Factor on a Quadrilateral

What is the scale factor from figure ABCD to figure A'B'C'D'?
Predict the measure of angle A'.
How much larger is the perimeter of figure A'B'C'D' than figure ABCD?
How much larger is the area of figure A'B'C'D' than figure ABCD?
Predict the measure of side length C'D' if the scale factor is 6.
Predict the perimeter of figure A'B'C'D' if the scale factor is 6.
The area of figure ABCD is 14 units[math]^2[/math]
Predict the area of figure A'B'C'D' if the scale factor is 6.
Predict the measure of side length B'A' if the scale factor is [math]\frac{1}{2}[/math]
Predict the perimeter of figure A'B'C'D' if the scale factor is [math]\frac{1}{2}[/math]
The area of figure ABCD is 14 units[math]^2[/math]
Predict the area of figure A'B'C'D' if the scale factor is [math]\frac{1}{2}[/math]

Information