Show:
Circles
Quadrilaterals
Triangles
Similarity and Congruence
Miscellaneous
100
referring to figure 1 on the board, this is the tangent line
What is Line AB
100
Which quadrilateral can sometimes be a square and is always a parallelogram.
What is a rectangle
100
this is the leg length for the remaining leg of right triangle with hypotenuse 13 units and one leg 5 units
What is 12 units
100
Referring to figure 4 on the board these two sides are congruent.
What is bc and de
100
are e and g co-linear?
What is yes -all two points must be co-linear
200
Referring to figure 1 on the board, this is a chord
What is line segment AC
200
This quadrilateral has a pair of congruent adjacent sides
What is a kite
200
a squared plus b squared equals this
What is c squared
200
this is the term describing any pair of polygons with all congruent angles, inferring that they would have the same number of angles.
What is similar.
200
Referring to figure 1 on the board, this is the secant line
What is line AZ
300
Referring to figure 1 on the board, this is a Diameter.
What is Line segment AD
300
There are two types of quadrilaterals that have all four congruent sides, this is the one that isn't a square.
What is a rhombus
300
the interior angles of a triangle must sum to this.
What is 180 degrees
300
referring to figure 4, if the angles of these two triangles where congruent we could conclude that these triangles are this.
What is congruent
300
This is the slope between points (-1,6) and (5,3)
What is -.5
400
Referring to figure 1 on the board, this is the area of the circle if AD is 20 inches
What is 100*pi inches squared
400
Referring to figure 2 on the board, what is the area of the trapezoid.
What is 36 centimeters squared.
400
DAILY DOUBLE!!! This is the least number of triangles required to combine together side by side to get a pentagon
What is 3
400
having equivalent angle then side then side proves this. figure 5 on the board
What is nothing
400
DAILY DOUBLE!! The orbit of the ISS (international space station) is 36,000 kilometers, this is how far from the center of the earth it is.
What is 5700 kilometers
500
Referring to figure 1 on the board, this is the circumference if the area is 9*pi inches squared
What is 6*pi inches
500
referring to figure 2 on the board, what is the perimeter of the trapezoid?
What is 28 centimeters.
500
This is the distance between points (4,5) and (0,8)
What is 5 units
500
referring to figure 6, the arc is 60 degrees and the radius of the arc is 6 meters. this is the length of the arc.
What is 2*pi meters.