Order of operations
System of Equations
Distributive Property
Scientific Notation
Equations
100

Simplify [(3)(5)-3]/2

(1 minute)

6

100

What is the solution to the following system? 

x = 4y 

2x + 3y = 22


(3 minutes)

(8,2)

100

3(3x -y)


(30 seconds)

9x - 3y

100

Write the number eight billion in scientific notation.


(30 seconds)

What is 8 x 10^9

100

4 + k = -8

k=?


(30 seconds)

k = -12

200

Simplify [(62)(4)-4]/5

(1 minute)

28

200

Solve for r and s.

r + s = -6 

r - s = -10


(3 minutes)

(-8,2)

200

-4(2x-1)


(30 seconds)

-8x + 4

200

Write the number 0.0000056 in scientific notation.


(30 seconds)

5.6 x 10^-6

200

10 = m/16

m=?


(30 seconds)

m = 160

300

Simplify [8+10]/(9)(3) - 17

(1 minute)

1.8

300

Solve.

2x + 3y = 6

3x + 5y = 15


(3 minutes)

(-15, 22)

300

5(-6 -2g)


(30 seconds)

-30 - 10g

300

At a storage warehouse, each crate weighs 1.5 × 10^2 pounds. If there are 6 × 10^3 crates, what is their combined weight?


(1 minute)

900,000 lbs or 9 x 10^5 lbs

300

Solve for x.

5(6 - 5x) = -95


(2 minutes)

x = 5

400

Simplify [(9)(4)+14/2]^2

(1 minute)

1849

400

The sum of two numbers is 104. Their difference is 68. What are the numbers?


(3 minutes)

86 and 18

400

-4p2(-9p - 5)


(30 seconds)

36p3 + 20p2

400

A farm that has 5 x 10^6 acres of land produces about 1.6 x 10^8 pounds of rice each year. How much rice does the farm produce per acre every year?


(1 minute)

32 or .32 x 10^2

400

Solve for n.

-(n + 2) = 13 - 4n


(2 minutes)

n = 5

500

Simplify (12/3+5^2/2) - 0.5

(1 minute)

16

500

A shopper bought 6 shirts and 8 hats for $700. A week later, at the same prices, he bought 9 shirts and 6 hats for $660. What was the cost of one shirt?


(3 minutes)

$30

500

3x2y(2x - 4xy)


(30 seconds)

6x3y - 12x3y2

500

A newborn panda weighs about 2.2 x 10^-1 pounds. An adult panda can weigh up to 1.2 x 10^3 times a newborn's weight. How much can an adult panda weigh?


(1 minute)

About 264 pounds, or 2.64 x 10^2

500

Solve for x.

3(-6 +4x) = -38 + 2x


(2 minutes)

x = -2