Similarity and Trigonometry
Graphs & Equations
Dimensions, Area, Perimeter, etc.
Congruence
Properties of Shapes
100

You would use this to find the length of the longest side of a right triangle

What is the Pythagorean theorem

100

The Point slope form of a line is represented by this equation

What is y-k = m(x-h)?

100

You would get this shape if you rotated a square about one of its sides

What is a cylinder?

100

You use a compass to draw congruent circles, because congruent circles have congruent __________, which is necessary in constructions

What are radius/ radii?

100

There are _____ sides in a nonagon. 

Bonus: The rotational symmetry of a regular hexagon can be found using this formula.

what is 9?

Bonus:

What is 360 / no. of sides?
200

The O, A, and H, in SOHCAHTOA stand for these three words.

What is opposite, adjacent, and hypotenuse?

200

A circle with a center at (3,-2) and a radius of 5 is represented by this equation.

What is (x-3)^2 + (y+2)^2 = 25?

200

If you were finding the volume of a cone, this formula would be substituted for the "Big B".

Bonus: subbing that in, the formula for the volume of a cone turns into this.


What is Pi * r^2?

Bonus:

What is 1/3 * pi *r^2 *h

200

These are the 5 postulates that you use to prove that two triangles are congruent.

What are SSS, SAS, ASA, AAS, and HL?

200

This quadrilateral has only one pair of parallel sides, and the other pair are congruent (full name must be given)

What is ISOSCELES trapezoid?

300

You know two sides of a right triangle, but you need to find one of the angles.  You would use this on your calculator to aid you.

What is Arc - sin/cos/tan

300

The secant/secant theorem and tangent/secant theorem work similarly, based on this concept.

What is "whole*external = whole*external"?

300

The volume of this sphere is this.

What is 500pi/3 OR ~523.59 yd^3

300

These angles are congruent given A and B are parallel. (bonus: pick 2 angles and explain what reason you'd write to prove they're congruent)

What are (varies)

300

A midsegment of a triangle can be drawn by connecting two of these.  

Bonus: This is different from the orthocenter of a triangle, which forms when you connect 3 of these.

What are midpoints of the sides?

Bonus: What are altitudes?

400

This is the reason that AA and AAA cannot prove congruence, but it does mean the sides of each triangle have _______ in common. (needs sufficient explanation to get full points)

What is (varies)?

400

A circle represented by x2 + y2 - 2x + 6y + 3 = 0 has a center of ________ and a radius of _____

what is (1, -3) and a radius of ~2.64?

400

A circle has a radius of 9, and a shaded sector defined by a 120 degree central angle.  The area of the shaded sector is this.

What is 27 pi or ~84.8 sq. units?

400

You could use These TWO postulates to prove GEF is congruent to HEF. (full explanation of statements required for full points)

What are AAS and HL (but could vary). Explanation varies

400

This shape has congruent diagonals that are not perpendicular.  If you're working with congruent diagonals, then you must be working with this shape

Bonus: one other shape has this same property. Name it.

What are rectangles?

Bonus AND/OR

What is isosceles trapezoid?

500

the sine of an angle in a right triangle is 1/2.  The measure of the other angle is this.

What is 60 degrees?

500

This line segment has a length of _________ and a line PERPENDICULAR to this segment would have a slope of ________.  

What is ~8.602 AND 5/7?

500

You would use this formula (a variant of the density formula) to answer the following problem.

"A pyramid with a square base is made of glass. It has a base area of 36 cm^2 and a height of 10 cm. If the density of glass is 2.7 grams per cubic centimeter, the mass of the pyramid, in grams, is..."

Bonus: The answer to the question is...

What is mass = volume * density"?

Bonus

What is 972*?

500

These are the statements+reasons you would need to write before using "alternate interior angles of a transversal" in your proof.

What is (varies)

500

This is reason that squares are kites.

Bonus: This is the other reason that squares are kites.

What is because the diagonals are perpendicular?

Bonus: AND/OR 

What is because two pairs of adjacent sides are congruent?

M
e
n
u