Order of Operations
Simplify Expressions
Simplify Expressions Again
Solve Equations
Functions
System of Equations
100

Simplify

12 \div (36 \div 9) +6

9

100

Simplify

5y+3y+y

9y

100

Simplify

\frac{15}{25}\div 0

Undefined

100

Solve for x

10x+5-9x+14=20


x=1

100

The numbe rof gallons left in a gas tank after driving d-miles is given by the following function:

G(d)=17-0.05d

a) Which is larger, G(50) or G(100)?

b) Why does your answer make sense?

a) G(50)


b) You drive less miles, you should have more gas in your tank

100

Solve the system of equations

x+2y=-7

3x+4y=-13

x = 1, y = -4

200

Simplify

25 \div 5^2 - 7

-6

200

Simplify

5a^2+9a+15-3a+8a^2+8-8a

13a^2-2a+23

200

Simplify

\frac{(3-4)+(4-3)}{(45a-28a)13.4

0

200

Solve for x

8(x-1)-12x=-3(x+5)

x=7

200

Your profesor calculates the course grade by adding the four exam grades,  g_1, g_2, g_3, g_4  then adding twice the final grade,  f , and then dividing the total by 6. 

Whats the expression?

\frac{g_1+g_2+g_3+g_4+2f}{6}

200

Solve the System of Equations

x+3y=0

20x-15y=75

x=3, y = -1

300

Simplify

(12 \div 3 \times 5 - 4)^2

256

300

Simplify

\frac{5}{6}x+\frac{3}{10}x+\frac{1}{6}x+\frac{7}{10}x

2x

300

Simplify

(2.3)(8.4)(1.1)\frac{3\cdot 0}{4}

0

300

Solve for x

-(\frac{2}{3}b-\frac{1}{3})+\frac{5}{3}b=-4

b = -\frac{13}{3}

300

Write an expression for the total cost of buying 8 pizzas at 𝑝-dollars each and 5 chick filet sammies at 𝑐-dollars each.

Using your epxression, find the total cost if the pizzas cost $6.48 each and chick filet costs $8.99 each.

1) 8p+5s

2) 96.79 dollars

300

Solve the System of Equations

3x-12y=6

2x-8y=4

Infinite Many Solutions

400

Simplify

36 \div 2 - (24 \div 2^2)

12

400

Simplify

-36 \times 11 \times \frac{4}{9}

-176

400

Simplify

\frac{1}{40h}\cdot (4,000h\cdot \frac{1}{100})

1

400

\text{Solve: }5y+7+3y=5(2y+1)-8

y=5

400

The number of cars, 𝐶 on UL’s campus, 𝑡-years after 1995 is modeled by this awesome function

C(t)=50t+100

How many cars are there on campus right now?

1,650 Cars on Campus

400

At a restaurant, the price for an adult seafood platter is $19, and the price for a child seafood platter is $8.  One day a total of 32 seafood platters were served, and the restaurant made a total of $487 from seafood platter sales.  How many adult platters and child platters were sold?

Adult = 21

Child = 11

500

Simplify

4 + 6 -10 \div 2

5

500

Simplify

\frac{(36-24)12.2}{(1-2)+(2-1)}

Undefined

500

Simplify

-4(-3x+2)+3(-4x-8)

-32

500

Solve

\frac{9}{5}x-\frac{1}{6}x=-4-\frac{11}{3}

x = -frac{162}{49}

500

Let  f(x)=-3x^2+2x+1  Find the following function values:

a)  f(2)  

b)  f(-2) 

c)  f(a+1) 

a) -7

b) -15

c)  -3a^2-4a 

500

The bill for two lattes and three cappuccinos was $10.95, while the bill for one cappuccino and two lattes was $6.65. Write a system of equations to model this and determine how much each latte and cappuccino was.

Each Cappuccino is $2.15 and Each Lattee is $2.25. The system of equations that models this would be: 


2L+3C=10.95

2L+1C =6.65

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