Truth or Pi?
Unit Pie
Pi? No, Pie!
Pi-zules
A Piece of...pi?
100

What is Mr. Hedden's lie?

1. I got engaged in Ecuador.

2. No college I ever attended has ever been defeated in football.

3. Mr. Broome wants to be just like me when he grows up.

Bonus Question:

What is Mr. Hedden's favorite pie?

A. Apple pie with vanilla ice cream

B. Blueberry pie with vanilla ice cream

C. Pecan pie with vanilla ice cream

D. He does not like pie.

1. True: Mr. Hedden was engaged in Esmeraldas, Ecuador on the beach at sunset.

2. True: Mr. Hedden attended the College of Charleston and Lee University, neither have football teams.

3. False: Mr. Broome wants to be just like me when he grows up. (Debatable, but hard to truly prove)


Favorite pie = Apple Pie w/ Vanilla Ice Cream

100

What is the circumference of the Unit Circle?

100

Which of the following is not technically a pie?

a. Key lime 

b. Boston Cream 

c. Rhubarb 

d. Python 

b. Boston Cream 

100

What do mathematicians eat for dinner on March 14th?

Chicken Pot Pi

100

What is the quadratic formula?

A. ax^2+bx+c = 0

B. ax + by = c

C. y = a(x - h)2+ k

A. Correct

B. This is standard form.

C. This is vertex form.

200

Which is Ms. Santulli's lie?

1. I was born and raised in NYC.

2. I have lived in South Carolina since 2015.

3. I have 6 children, and a beautiful granddaughter!

Bonus:

What is her favorite pie?

Banana Foster Pie, Honey Pie, Chocolate Pudding Pie

1. I was born and raised in NYC

Chocolate Pudding Pie

200

What is the sin(π/4)?

√2/2

200

What were put into pies during birthdays and celebrations?

a. confetti

b. candles

c. live animals

d. baby figurine

c. live animals

200

How are mathematicians like the air force?

They both have Pi-lots

200

If 2x – 5 = 5x + 4, then x^2 + x =

A. 6

B. 15

C. 21

D. Cannot be determined

A

2x - 5= 5x + 4

-5 - 4 = 3x

-9 = 3x

x = -3


(-3)^2 +-3 = 6

300

Which is Ms. Fogle's lie?

1. I have broken my arm.

2. I have never watched Harry Potter.

3. I have been stung by a jellyfish.

Bonus:

What is her favorite pie?

Apple, Pumpkin, Pecan

2. I have never watched Harry Potter

Pumpkin

300

What is sec(2π/3)?

-2

300

What were thick crusts on pies known as in the past?

a. bricks

b. coffins

c. posts

d. wells

b. coffins

300

What are 3.14% of sailors?

Pi-rates

300

If 3a^2 – 5ab – 2b^2 is factored, one of the factors might be:


A. a+2b

B. 3a-2b

C. a-2b

D. 3a-b

C.

3a^2-5ab-2b^2

3a^2 - 6ab + AB -2b^2

3a(a-2b) + b(a-2b)

(3a+b)(a-2b)

400

Which is Mrs. Fodor's lie?

1. My first paid job was playing "Taps" at military funerals for Sandifer Funeral Home. 

2. I have a large collection of dolls, including a licensed Cabbage Patch Kid who is about 4 feet tall.

3. My husband and I got married at EPCOT (France Pavilion) in Walt Disney World.

Bonus: Whats her favorite pie?

pecan, apple, key lime


3. My husband and I got married at EPCOT (France Pavilion) in Walt Disney World.

Bonus: pecan

400

What is cot(13π/6)

√3

400

Who was the first to invent pie?

a. Newton

b. The Irish

c. Egypt

d. England

c. Egypt

400

What's a mathematicians favorite snake?

Pi-thon

400

What are the three rules for determining if a function has a horizontal asymptote?

1. If the numerator's degree is less than the denominator's degree, there is a horizontal asymptote at y = 0.

2. If the numerator's degree equals the denominator's degree, there is a horizontal asymptote at y = c, where c is the ratio of the leading terms or their coefficients.

3. If the numerator's degree is more than the denominator's degree, then there is no horizontal asymptote.

500

What is Mr. Hardee's lie?

1. I played soccer for Clemson.

2. I majored in math at Clemson.

3. I met my wife at Clemson.

Bonus: What's his favorite pie?

raspberry pie, blueberry pie, key lime pie

2. I played soccer for Clemson. 

Bonus:

blueberry

500

Tan(x)=1, What is a possible x value?

π/4, 5π/4

500

How much did the largest pie ever made weigh?

23,237 lbs! 

500

What did Pi say to it's sweetheart?

Hint: You're...(Starts with R)

You're radian...t!

500

Find the measure of each angle of a triangle if the second angle is twice as large as the first angle and the third angle is equal to the measure of the second angle.

36 degrees, 72 degrees, 72 degrees

(x + 2x + 2x = 180)