1. November 4, 2015 Find the missing angle:
Find the next term in the sequence:
1, 10, 55, 280, ___
20°
100° x°

2. November 5, 2015 Find the missing angles:
Find the next term in the sequence:
1, 4, 13, 40, ___
2x°
90° x°

3. November 6, 2015 Find each angle: Find the next term in the sequence:
0.25, 0.5, 1, 2, 4, 8, ___
4x° x° x°

4. Find the missing angles:
November 9, 2015
Find the missing angles:
>> x° y°
>>
65°

5. Find the missing angles:
November 10, 2015
Find the missing angles: x°
>>
>> y°
65°

6. Find the missing angles:
November 12, 2015
Find the missing angles:
>>
104° x°
>> y°

7. November 13, 2015
What is each angle?
(x-10)°
2x°
(not drawn to scale)

8. Find the missing angles:
November 16, 2015
Find the missing angles: C
𝑙𝑖𝑛𝑒 𝐴 ∥𝑙𝑖𝑛𝑒 𝐵 aº bº cº
77º A eº dº B gº fº

9. Find the missing angle:
November 17, 2015
Find the missing angle:
115º xº

10. November 18, 2015
A 30-foot cable is suspended between the tops of two 20-foot poles on level ground. The lowest point of the cable is 5 feet above the ground. What is the distance between the two poles?

12. November 20, 2015
What is the sum of the interior angles of a pentagon?
What is the name of a 7-sided figure?

13. December 2, 2015
Katie the cricket is caught in a windstorm. At 5:00pm she is 500 cm away from her home. Every time she jumps toward home, she jumps 50 cm, but before she regains enough strength to jump again, she is blown back 40 cm. If it takes a full minute between jumps, at what time will Katie get home?

14. December 4, 2015
You find yourself locked in a room which is filled with nothing but ropes of various length and composition. All of these ropes have inconsistent compositions and densities, even within themselves, but they all have one common property:
If you set a rope on fire from one end, it will take precisely one hour to burn to the other end.
It is important to note that because the ropes are warped, with inconsistent composition and density, they do not burn evenly. For example, if a rope has burned half its length, that does NOT necessarily mean that it has burned for half an hour.
There is an exit to the room, with a lever to operate the door. In order to open the door, you must first pull the lever and then the push it back into place precisely 45 minutes later.
With nothing but a lighter and knowledge of the hour burning ropes, how can you accurately (not 1-Mississippi, 2-Mississippi, 3…) time 45 minutes to open the door?

15. December 7, 2015
Simplify:
If the line A and B are parallel, the find the missing angle:
65° A A° B
72°

16. December 8, 2015
Simplify:
If the line A and B are parallel, the find the missing angle: A B
35° x°

17. Write a function rule in function notation for the following sequence.
December 9, 2015
Write a function rule in function notation for the following sequence. n 1 2 3 4 5 6 …
f(n) 10 15 21

18. Write a function rule in function notation for the following sequence.
December 11, 2015
Write a function rule in function notation for the following sequence. n 1 2 3 4 5 6 …
f(n) -1 9

19. December 14, 2015
1. Simplify:

20. December 15, 2015
1. Simplify:

22. December 16, 2015
1. What is the probability of selecting 2 red buttons (one at a time with no replacement) out of a jar that has 7 blue, 3 yellow, 2 blue, and 6 red buttons?

24. December 17, 2015
Solve for y:

26. December 18, 2015
Simplify:

29. Write a function rule in function notation for the following sequence.
December 21, 2015
Write a function rule in function notation for the following sequence. n 1 2 3 4 5 6 …
f(n) -1
-4/3
5/3

30. December 22, 2015 10 Fun Facts: You can’t wash your eyes with soap.
You can’t count your hair.
You can’t breathe through your nose, with your tongue out.
You just tried number 3.
6. When you did number 3, you realized it’s possible, only you look like a dog.
You’re smiling right now because you were fooled.
You skipped number 5.
You just checked to see if there is a number 5.
What is the sum of all the numbers?

31. January 4, 2016 1. What is the area of the following figure?
2. What is the measure of  A?
4 cm A°
134°

32. January 5, 2016
Find each angle:
2x +1° x°
x - 8°
3x - 18°

33. January 7, 2016
What is the probability of dropping a penny in the red area of the board? 2m 1m 9m

34. January 8, 2016
True or False:
Every multiple of 11 is a “palindrome,” that is, a number that reads the same forward and backward.
2. Did you use Inductive or Deductive reasoning to answer #1?

35. January 12, 2016
Try without a calculator first. Then check it with your calculator.

36. January 13, 2016
1. Try the following problem without a calculator first. Then check it with your calculator.

37. January 14, 2016
Solve for x:
12 - 6x² = 96

38. January 15, 2016
Solve for x:

39. What is the sum of the interior angles of a decagon?
January 19, 2016
What is the sum of the interior angles of a decagon?

40. Identify each of the following: Segment DA Segment BE Segment CE
January 20, 2016
Identify each of the following:
Segment DA
Segment BE
Segment CE A B D C E

41. Identify the 3 line segments that intersect at point x.
January 22, 2016
Identify the 3 line segments that intersect at point x. A B D C E X