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Enter your name |
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What period do you have Geometry? |
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| 1. |
Solve the proportion |
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| 2. |
Solve the proportion |
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| 3. |
Fill in the blank |
For two figures to be similar: |
angles must be sides must be
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| 4. |
Solve for x and y |
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x = y =
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| 5. |
Sometimes, Always or Never |
Isosceles triangles are sometimes always
never similar. |
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Right triangles are sometimes always
never similar |
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Equilateral triangles are sometimes always
never similar |
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| 6. |
Tell whether or not the triangles are similar. |
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Yes, the
triangles are similar by SSS Yes, the triangles are similar by SAS
Yes, the
traingles are similar by AA
No, the triangles
are not similar
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| 7. |
Tell whether or not the triangles are similar |
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Yes, the
triangles are similar by SSS Yes, the triangles are similar by SAS
Yes, the
traingles are similar by AA
No, the triangles
are not similar
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| 8. |
Tell whether or not the triangles are similar |
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Yes, the
triangles are similar by SSS Yes, the triangles are similar by SAS
Yes, the
traingles are similar by AA
No, the triangles
are not similar
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| 9. |
Solve for x and y. |
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x = y =
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| 10. |
Fill in the blanks using the picture. M and
L are the midpoints of the sides of the triangle. |
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If ML = 12, then JK = If JK = 34, then ML =
If NJ = 18, then MJ =
If LK = 2.3, then NK =
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| 11. |
Using the picture from #10, and the following
information, answer the following questions. |
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Angle NJK = Angle NLM =
Angle NKJ =
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| 12. |
Find the value of x, NO is the bisector of angle
JNK. |
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x = |
| 13. |
Find the value of x, NO is the bisector of angle
JNK, JK = 4 cm. |
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x = |
| 14. |
Who lives in a pineapple under the sea? |
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