1. What are 5 properties of a parallelogram?

2. What is the Volume formula for each of the following?

a. prism b. pyramid c. cylinder d. cone e. sphere

3. Draw a diagram for each that shows the relationship and where the angles are and tell me what you know about each of them (are they equal or supplementary?).

a. Corresponding Angles b. Alternate Interior Angles

c. Alternate Exterior Angles d. Consecutive (Same side) interior angles

4. a. What are the formulas/definitions for sine (sin), cosine (cos), and tangent (tan)?

b. Draw a triangle and label it as triangle ABC, with <=90. Label the following sides as well...

=5,=3, =4.

c. Using the diagram you made above, write out the trigonometric ratio for each of the following... tan,tan,sin,sin,cos,cos. Which ones have the same ratio?

5. In a circle, what is the difference between a central angle and an inscribed angle? How is each of those related to the intercepted arc? Draw a diagram for each.

6. Define each of the following and draw a diagram.

a. Supplementary angles b. Complementary angles

c. Linear Pair d. Perpendicular lines

e. centroid f. Bisector (angle bisector,

segment bisector)

g. altitude h. median

i. perpendicular bisector

7. a. How do you find the perimeter of a polygon?

b. What is the formula for Circumference of a circle?

c. What are the area formulas for each of the following? Square, rectangle, circle, triangle

8. What is the Pythagorean Theorem and when can you use it?

9. a. What is the Triangle Angle Sum Theorem?

b. If you know 2 out of 3 angles in a triangle, how would you find the 3rd one?

10. a. What are the congruence postulates we learned to prove that triangles are congruent?

b. Draw a pic for each of them

11. a. What are the similarity postulates we learned to prove that triangle are similar?

b. If we know the sides are proportional in similar figures, how would we solve for the missing side in similar figures?

12. a. What do the angles in a triangle add up to? _________

b. what formula could we use if we didn't know the sum of the angle for a different shape ?

c. How many sides do each of the following have and what is the sum of the angles in each?

*hexagon *pentagon *nonagon *decagon

*quadrilateral *dodecagon *octagon *hendecagon

d. What do the exterior angles of any shape add up to? ____________

13. Draw a circle and put a radius, diameter, chord, secant and tangent in it and label each. You can draw one big circle with all of these in it or you can draw separate circles for each

14. What are minor arcs, semicircles, and major arcs on a circle?

15. What is the slope formula and what is the formula for slope-intercept of a line and the formula for point-slope of a line?

16. a. What do you know about the slopes of parallel lines in a coordinate plane? Give me equations for two lines that are parallel to each other.

b. What do you know about the slopes of perpendicular lines in a coordinate plane? Give me equations for two lines that are perpendicular to each other?

19. a. What is an isosceles triangle? b. What must be true about the

Draw an example and label the base angles in an isosceles

Vertex angles, the base angles, the triangle?

base and the legs

c. What is an equilateral triangle? d. What is the measure of each

interior angles in an equilateral

triangle?