Translating a phrase to Inequalities or Vice versa
Combining Like Terms and distributive property
Order of Operations
Quadratic Equations
100
Jorge can eat 10 hamburgers in 20 minutes. How many hamburgers can he eat in 6 minute?
What is 3 hamburgers?
100
Y is more than 5
What is y > 5?
100
2(x + 3)
What is 2x + 6?
100
14 /2 +3(1-4)
What is -2?
100
Find the value of "b" in the following quadratic equation: f(x) = x^2 + 8x - 3
What is 8?
200
Jeff swims 20 laps every day.
How many laps will he swim in one week?
What is 140 laps?
200
The sum of a number p and 10 is less than 21.
What is p+10 < 21?
200
-35n + 4(11n + 2)
What is 9n + 8?
200
8^2 - (-12) + 15 /3
What is 81?
200
The degree of the polynomial: 3x^3 - 2x^5 + x^2 + 13x
What is 5?
300
Mary Beth could jump 42 times each minute.
How many times could she jump in 8 minutes?
What is 336 times?
300
X is at most 13
What is x <- 13?
300
-3x - 10x
What is -13x
300
-2(25 - 21)^2 + 11
What is -21?
300
Factor the quadratic:
X^2 + 10x + 25
What is (x+5) and (x+5)?
400
Rob could run 7 miles in one hour.
At that rate, how far could Rob run in 3 hours?
What is 21 miles?
400
Hamza read 10 pages last night. He needs to read at least 60 pages tonight. If he reads 2 pages per minute, how long will it take for him to read at least 60 pages?
What is 2x + 10 >- 60?
400
(9y + 10) x
What is 9yx + 10x?
400
3 - (21-9) /6
What is 1?
400
Find the x-intercepts (zeros) of the following quadratic equation using Quadratic Formula:
F(x) = 2x^2 + 12x - 8
What is 3 + sqrt5 or 3 - sqrt5?
{-12 + (sqrt80)}/4. Or {-12 - (sqrt80)}/4
500
It takes 4 apples to make 1 pie. How many apples does it take to make 5 pies?
What is 20 apples?
500
6y > 48
What is The product of 6 and y is greater than 48? Or 6 times y is greater than 48?
500
12x + 14 - 3 + 2x
What is 14x + 11?
500
56-(-3) + 24/3
What is 67?
500
An object is launched at 19.6 meters per second (m/s) from a 58.8-meter tall platform. The equation for the object's height s at time t seconds after launch is s(t) = –4.9t^2 + 19.6t + 58.8, where s is in meters. What is the height of the object when t=0?