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Lucas Kenealy
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Cards (17)
What are similar shapes?
Shapes with the
same
shape but
different
sizes
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How can you tell if two shapes are similar?
By checking if they have the same
angles
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What do you need to find to determine the scale factor between two similar shapes?
Compare two
equivalent sides
of the shapes
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What does a scale factor of two indicate about the shapes?
Every length on the larger shape is twice as long
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If the smaller shape has a side of 5 cm, what is the corresponding side in the larger shape with a scale factor of 2?
10 cm
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What does the term "mathematically similar" mean?
It means similar
shapes
as discussed
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How do you find the scale factor between two triangles with sides of 8 cm and 12 cm?
Divide
12
cm by
8
cm
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What is the scale factor if the larger triangle side is 12 cm and the smaller is 8 cm?
5
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How do you find the length of side x if the equivalent side is 26 cm and the scale factor is 1.5?
Multiply
26
cm
by
1.5
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If the equivalent side for y is 45 cm and the scale factor is 1.5, how do you find y?
Divide
45
cm by
1.5
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Why is it important to determine whether to multiply or divide by the scale factor?
To ensure you get the correct
side length
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What is the advantage of finding the scale factor from the smaller shape to the larger shape?
It avoids confusion with
fractions
less than one
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What is the scale factor from shape d to shape c if the sides are 8 cm and 12 cm?
Two-thirds
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Why is it harder to work with a scale factor less than one?
It's harder to multiply and divide by small numbers
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What are the steps to find a missing side in similar shapes?
Identify the scale factor.
Use equivalent sides for calculations.
Multiply or divide based on shape size.
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What is the relationship between angles in similar shapes?
All
corresponding
angles are equal.
This confirms the shapes are similar.
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What should you remember when calculating scale factors?
Always find from smaller to larger shape.
Avoid
fractions
less than one for simplicity.
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