Linear Equations
Linear Inequalities
Arithmetic Sequences
Radicals
Miscellaneous
100
Write the equation of a line that passes through the points (1, 2) and (4, 8) in slope intercept form.
y = 2x
100
Is the point (-3, 14) a solution to the linear inequality
y > -5x - 3?
Yes
100
Given an arithmetic sequence. If a1 = 45 and d = -3, find a52.
a52 = -108
100
Simplify
sqrt(125)
5sqrt(5)
100
This country is known as the “Land of the Rising Sun” and is famous for its cherry blossoms, sushi, and Mount Fuji.
What is the Japan?
200
Write the equation of a line perpendicular to the line x = 3 that passes through the point (-2, 5).
DAILY DOUBLE
y = 5
200
Is the point (4, -7) a solution to the system of inequalities?
y < 5x - 21
y > -2x + 1
No
200
Given an arithmetic sequence. If a14 = 7 and a15 = 5, find a1.
a1 = 33
200
Simplify
sqrt(20) + sqrt(5)
3sqrt(5)
200
The flag of this country 
What is South Africa?
300
Find the slope of the line 8x - 7y = 2
m = 8/7
300
Write the constraints for the following scenario. You’re organizing a charity fundraiser where you're selling adult tickets for $10 each and child tickets for $6 each. Your goal is to raise at least $600, but the venue can only hold a maximum of 80 people in total.
Let:
a = number of adult tickets sold
c = number of child tickets sold
10a + 6c ≥ 600
a + c ≤ 80
300
Given the explicit formula for an arithmetic sequence an = 14 + 2n, find a1.
DAILY DOUBLE
a1 = 16
300
Simplify
sqrt(50) - sqrt(72) + 5sqrt(8)
9sqrt(2)
300
This oddball of the animal kingdom lays eggs, has a bill like a duck, a tail like a beaver, and venomous spurs. 
What is the Platypus?
400
Find the y-intercept for the line 6x + 2y = 8
(0, 4)
400
You run a factory that produces two types of gadgets: Type X and Type Y. Each Type X gadget requires 2 hours of machine time. Each Type Y gadget requires 7 hours of machine time. Your machines can run for at most 120 hours this week. You must produce at least 6 Type X gadgets to meet a special order.
Let:
x = number of Type X gadgets produced
y = number of Type Y gadgets produced
2x + 7y ≤ 120
x ≥ 6
400
Given an arithmetic sequence. Find the common difference if a5 = -18 and a20 = 2.
d = 4/3
400
Simplify
4sqrt(6) * 7sqrt(3)
84sqrt(2)
400
Founded in 1854, this luxury brand started with custom-made trunks and now features handbags, shoes, and ready-to-wear collections. 
What is Louis Vuitton?
500
Find the x-intercept for the line y = 4(x - 1) + 2.
(1/2, 0)
500
Write the constraints for the following scenario. You are baking cookies and brownies for a school bake sale. Each cookie requires 2 cups of flour. Each brownie requires 3 cups of flour. You have no more than 30 cups of flour available. You need to bake at least 10 items in total. You also don’t want to bake more than 4 times as many cookies as brownies.
Let:
c = number of cookies
b = number of brownies
2c + 3b ≤ 30
c + b ≥ 10
c ≤ 4b
500
Write the explicit formula for an arithmetic sequence with a2 = -14 and a4 = -2.
an = -20 + 6(n - 1)
500
Simplify
-2sqrt(8) * sqrt(12)
-8sqrt(6)
500
Drafted 199th overall in the 2000 NFL Draft, this quarterback went on to win 7 Super Bowl titles.
Who is Tom Brady?