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A Scale Factor (SF) is the amount between two objects. lets say i have a square the length of the square is 2cm, the top side is 4cm. Then lets say I have a new square. The length of the square is 4cm, the top of the square is 8cm. The SF would be 2. Because 2 times 2=4. And 4 times 2= 8. P.S scale factor already multiplied. So you don't have to say times 2, then it would be times times 2.

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Q: What does the scale factor tell you about how the figure changes?
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How are the information given by scale factors different from the information given by the ratios of side lengths?

The information of a scale factors tell you how much to multiply to stretch or shrink the figure into the similar figure. On the other hand the information given by the twirls of side lengths is a comparison of two quantities


What does scale factor between two similar figures tell you about their side lenghts?

Say you had Triangle A. Triangle A has these sides: Side 1: 9 Side 2: 6 Side 3: 6 Pretend the scale factor indicates Triangle A is 3 times the size of Triangle B, whose sides are currently unknown. To find the sides of triangle B, simply divide all the sides of triangle A by 3. You should get: Triangle B Side 1: 3 Side 2: 2 Side 3: 2 I hope that somewhat answers your question! ^-^


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