The name of the unit we are currently studying.
What is Circles & Circumference?
What is slope?
Sine = Opposite over Hypotenuse
Cosine = Adjacent over Hypotenuse
Tangent = Opposite over Adjacent
The ratio of pi.
What is circumference divided by diameter?
The first step to a formal proof. (Usually)
What is the given?
The number of units in the first semester.
What is 8?
How a line gets its name.
What are two points on the line?
The measures of the angles of a triangle if it is equilateral.
What is 60 degrees?
Another name that we can call a diameter. And no it's not double radius.
What is a chord?
A proof that is setup into two columns.
What is a formal proof or a two column proof?
The number of times Mr. Rodriguez has been absent this year.
What is 1?
A line that goes through a circle at exactly 2 points.
What is a secant?
When proving triangles congruent we use a lot of 3 letter acronyms except this one. Probably best since it would get you sent to the principals office.
What is SSA?
An inscribed angle is half the measure.
What is an intercepted arc?
A logical proof that proves something to be true through contradiction.
What is an indirect proof?
Often said to correct misconceptions or to redirect students on why something needs to be solved the correct way. Mr. Rodriguez loves saying.
What is "we don't assume" or "we don't assume, we prove"?
When two lines have opposite reciprocal slopes we call them this.
What is perpendicular?
This is how we got the distance formula. Good thing too, we don't want to always travel in triangles.
What is the Pythagorean Theorem?

The two lines shown here.
What are secant and tangent?
If BC=CD and AB=BC, then AB=CD.
What is the transitive property of equality?
This is the number of units that have focused solely on triangles. We love triangles!
What is 3?
The way lines are proven to be parallel. You draw this to make corresponding angles.
What is a transversal?
The center of a triangle when you draw all of its perpendicular bisectors. Oh wow you can draw a circle around the triangle with this too!
What is the circumcenter?
The equation of a circle with radius 6 with the center at the origin.
What is x^2 + y^2 = 36?
When something is proven to always be true through a logical proof. Afterwards it can be considered a rule of math.
What is a theorem?