What is the ratio of AD to OZ, if AD=24 and OZ=9a.
100
In a right triangle, the square of the hypotenuse is equal to the sum of the squares of the legs
What is he Pythagorean Therom
100
The point in which two axes intersect.
What is an origin
100
The length of the altitude from any right angle to the hypotenuse is
What is the geometric mean of the 2 segments created from the hypotenuse
100
A=S*S
What is the area of a square
200
ad=bc, a/c=b/d, b/a=d/c,( a+b)/b=(c+d)/d
What is the other four ways of showing a/b=c/d
200
The hypotenuse is (radical 3) times as long as the leg
What is a 45-45-90 triangle
200
A series of two numbers pointing to a specific point on a graph.
What it coordinates
200
circles in the same plane with the same center but different radii
What is concentric circles
200
A=Bh
What is The area of a rectangle
300
Corresponding angles are congruent and if corresponding sides are in proportion
What makes two polygons similar
300
Equations that make up SOH-CAH-TOA
What is sin=opposite/ hypotenuse, cos=adjacent/hypotenuse, tan= opposite/adjacent abbreviated
300
When a line is not going to intersect another line even if the lines are extended to infinity.
What is parallel lines
300
if the corresponding angles are congruent
What is 2 triangles are similar
300
A=1/2Bh
What is the area of a triangle
400
Yes because of the AA postulate
What is There are two right triangles. In triangle ABC, one angle is 60⁰. In triangle DEF, one angle is 30⁰. Are they similar triangles?
400
3,4,5 5,12,13 8,15,17
What is Pythagorean triples
400
The ratio in y to the change in x
What is slope
400
the sum of the lengths of 2 sides must = more than the length of the 3rd side
What is In order for a 3 sided polygon to be a triangle answer
400
A=1/2 d1 d2
What is the area of a rhombus
500
If an angle of one triangle is congruent to an angle of another triangle and the sides including those angles are in proportion, then the triangles are similar
What does the SAS similarity theorem state
500
The geometric mean between the segments of a right triangle's hypotenuse is found.