
Properties of Squares and Rhombi
Presentation
•
Mathematics
•
9th - 10th Grade
•
Medium
Merita Frazier
Used 1+ times
FREE Resource
7 Slides • 19 Questions
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Properties of Squares and Rhombi
Today's goal: Classify and use properties of the special parallelograms: rhombi and squares.
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Multiple Choice
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Multiple Choice
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Multiple Choice
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Multiple Choice
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Multiple Choice
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Multiple Choice
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Multiple Choice
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Multiple Choice
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Multiple Select
Quick Check: Which of the following is NOT a key characteristic of ALL parallelograms?
Opposite Sides Are Parallel and Congruent
Consecutive Angles Are Supplementary
The Sum of Interior Angles Is >360 Degrees
Opposite Angles Are Congruent
Diagonals Are Perpendicular
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Recall:
Diagonals Are Not ALWAYS Perpendicular
Diagonals Do Not ALWAYS Bisect Angles
Consecutive Sides Are Not ALWAYS Congruent
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All Rhombi Are Parallelograms...
...But Not All Parallelograms Are Rhombi. Why?
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Open Ended
What Characteristics Make Rhombi Different From Other Parallelograms?
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Characteristics of Rhombi:
All Sides Are Congruent
Diagonals Bisect Opposite Angles
Diagonals Are Perpendicular (i.e., they form Right Angles)
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Open Ended
Quadrilateral JKLM is a rhombus. If JK = 12 and JN = 7, what are the measures of JM, JL, MN, and MK? (Please list in the order given)
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Open Ended
Find the missing angle measures in this rhombus.
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All Squares Are Parallelograms...
...But Not All Parallelograms Are Squares. Why?
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Open Ended
What Characteristics Make the Above Square Different from the Above Parallelogram?
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Characteristics of Squares:
All Characteristics of Parallelograms
All Characteristics of Rectangles, AND
All Characteristics of Rhombi
WHOA
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Survey Time!
Please complete today's second Google Form linked on Google Classroom.
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Properties of Squares and Rhombi
Today's goal: Classify and use properties of the special parallelograms: rhombi and squares.
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