|∫a(t) dt|
Stop Being Irrational
Algebraic Multivariable Calculus
Trivial Solutions
Putting the "fun" in function
100

Catherine was driving at 120mph for 5 minutes when a police officer caught him speeding! After pulling him over for 2 minutes, he lets Jason off with a warning. Being more cautious now, Jason drives the next 15 minutes at 40mph. How many miles did Jason drive in this time?

What is 20 miles?

100

This number is the base of the natural logarithm and also found in the infinitely accumulating compound interest formula.

What is e?

100

Three fourths of a pitcher is filled with pineapple juice. The pitcher is emptied by pouring an equal amount of juice into each of 5 cups. This is the percent of the total capacity of the pitcher that each cup received.

What is 15%?

100

This man first proved that there exist infinitely many prime numbers.

Who is Euclid?

100

The school year (ex. 2010-2011) when Catherine and Avik graduated from Foothills

2020-2021

200

If Avik is accelerating towards the door after a Calculus test at 2m/s^2, how far does he travel in 3 seconds if he starts from rest?

What is 9 meters?

200

The area of a circle C is √ 2 times its perimeter. What is the radius of the circle?

What is 2√ 2?

200

This is the option below that does NOT divide 18464652.

A) 2
B) 4
C) 8
D) 9

What is C?

200

This man came up with Riemann's hypothesis.

Who is Riemann?

200

The number of classes Avik, Dhruti, Dylan, and Catherine all have in common at Arcadia High.

What is 0? (sadge)
300

Gary wants to integrate the equation y=|x|+2.3 with bounds -1 to 1. He therefore first considers the area on top of the x-axis and then subtracts it from the area below. What is the area he has to consider that is below the x-axis?

What is 0?

300

This constant has a specific name and is one of the roots of x^2 - x - 1 = 0.

What is the Golden Ratio?

300

Dylan is tiling the floor of his 12 foot by 16 foot living room. He plans to place one-foot by one-foot square tiles to form a border along the edges of the room and to fill in the rest of the floor with two-foot by two-foot square tiles. This is the number of tiles that he will use.

What is 87?

300

This famous conjecture states that every even natural number greater than 2 is the sum of two prime numbers.

What is Goldbach's conjecture?

300

Avik tells you that 4x2=9, and 3x5=16. Based on this, this is the value of 6x4.

What is 24 (because Avik can't math)?

400

This number is the derivative of all constant numbers (ex. 2, 3, 25.2, -2) and is also conveniently the number of times Catherine and Avik have qualified to the AIME.

What is 0 (;-;)?

400

Ms. Chang wants to buy some coffee for Hugo Fang, who's stressing over his finals as we speak. Dhruti sells coffee in a cone-shaped cup with a base of area 11 and height of H. Avik sells coffee in a cylinder-shaped cup with radius 1 and a height of H. This is the ratio of Avik's cup volume to Dhruti's cup volume.

What is 3π/11?

400

This is the smallest integer greater than 1 that leaves a remainder of 1 when divided by 4, 5, and 6.

What is 61?

400

These men are considered the fathers of Calculus.

Who are Newton and Leibniz?

400

This current math team captain at Arcadia High graduated from First Avenue and attended math circle when he was in middle school.

Who is Hugo Fang?

500

A particle is moving with a velocity v=4t+3, where t is in seconds. If the object was at x=0 meters at 0 seconds, where is the object at 1 second?

What is 5 meters?

500

One of the roots of the polynomial x3+6x2+21x+26 is -2+3i. This is the other nonreal root of this polynomial.

What is -2 - 3i?

500

Catherine walks up a flight of six stairs to attend his physics class. She can either take 1, 2, or 3 stairs at a time. This is the number of different ways that Catherine can climb the stairs.

What is 24?

500

This method is used to find all prime numbers in any given range (named after the individual who suggested it).

What is the Sieve of Eratosthenes?

500

This is the solution to 9+10.

What is 19? (accept 21)

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