Properties of Figures
Slope
Opposite Reciprocal
Perimeter and Area
Split the Difference
100
This figure has two sets of parallel sides and congruent sides and four right angles.
What is a rectangle?
100
This is the slope between the points (2,-4) and (-5,3).
What is -1?
100
1/2
What is -2?
100
This is how you find the perimeter of a figure.
What is add all of the side lengths together?
100
Point A is located at (2,7) and point C is located at (-9,4). Find x value for point B that 2/3 is the distance from point A to point C.
What is -5.3?
200
All three sides are congruent.
What is an equilateral triangle?
200
These lines have identical slopes.
What are parallel lines?
200
-7
What is 1/7?
200
This is the formula for area of a triangle.
What is 1/2*b*h?
200
Find the x value for point R such that QR and SR form a 1:4 ratio. Q(5,-3) and S(8,7).
What is 5.6?
300
This figure has two of the three sides congruent.
What is an isosceles triangle?
300
These lines have slopes that are opposite reciprocals.
What are perpendicular lines?
300
3/7
What is -7/3?
300
This is the formula that is used on each side of a figure to determine the perimeter.
What is the distance formula?
300
Point A is located at (-6,2) and point C is located at (-7,5). Find y value for point B that 4/7 is the distance from point A to point C.
What is 3.7?
400
This is the formula used to show that all four sides of a square are the same length.
What is distance formula?
400
This is the equation that is parallel to y=3x-2 and passes through the point (8,6).
What is y=3x-18?
400
-5/8
What is 8/5?
400
This is how you find the area of an irregular figure.
What is divide the figure into smaller shapes, find the area of each of the smaller shapes, and add the areas together.
400
Find the y value for point R such that QR and SR form a 2:9 ratio. Q(-7,1) and S(-5,-6).
What is -0.7?
500
This is the formula that is used to show the right angle in a Right Triangle.
What is slope formula?
500
This is the equation that is perpendicular to y=5/2x+9 and passes through the point (-4,1).
What is y=-2/5x - 3/5 or y=-2/5x - 0.6?
500
3
What is -1/3?
500
This is the formula for the area of a parallelogram.
What is b*h?
500
Find the x and y values for point M such that LM and NM form a 2:6 ratio. L(3,-4) and N(8,5).
What is (1.75, -1.75)?
M
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