1. Algebra 1 Review - Station 1
PEMDAS
Directions: Simplify each of the following without a calculator using PEMDAS to be sure that you are going in the correct order. No answers may be written in decimal form. 1. 2.
5(3+7) - 4
(4 – 5 * 2)2 3. 4.
4 + (5 – 3) 2
– 9 *2 5. 6.
∗10
9÷2 + 6 7. 8.
1 2 ÷ 2 3 ∗ 4 2
4∗(3+7−6÷3 ) 2 ÷8

2. 3𝑥+4−2𝑥+9 3 5𝑥−7 +4 2 6𝑥+2 −(𝑥+1) 3 𝑥 2 +5𝑥−2 𝑥 2 +𝑥−9
Algebra 1 Review - Station 2
Simplifying Expressions
Directions: Simplify each expressions as much as possible. Remember, that means combining like terms! 1. 2.
3𝑥+4−2𝑥+9
3 5𝑥−7 +4 3. 4.
2 6𝑥+2 −(𝑥+1)
3 𝑥 2 +5𝑥−2 𝑥 2 +𝑥−9 5. 6.
−3 𝑥 2 −4𝑥 +2(𝑥−5)
7 𝑥 𝑥 3 −2 𝑥 2 +8

3. Algebra 1 Review - Station 3
Solving Equations
Directions: Solve each equation. Leave all non-integer answers in terms of simplified, improper fractions when applicable. No answers may be written in decimal form. If an equation has no solution, write “no solution.” 1. 2.
6x – 4 = ¾x – 25
3(x + 4) = 9 3. 4.
5(2x – 3) + 7 = -15 5. 6.

4. Algebra 1 Review Station 4
Solving Proportions
Directions: Please solve the following proportions for x. Please leave all answers in simplified improper fraction form. You should not have decimals as answers! 1. 2.
3 4 = 𝑥 12
5 6 = 𝑥 3 3. 4.
𝑥 10 = 4 5
3 5 = 8 𝑥 5. 6.
2 7 = 𝑥 21
6 10 = 15 𝑥

5. Algebra 1 Review Station 5
Factoring
Directions: Factor the expression as completely as possible. HINT: Look for a GCF first! 1. 2.
12x2y3 + 8xy5
m2 + 16m + 64 3. 4.
x2 + 11x - 60
w2 – 2w - 48 5. 6.
x2 - 16
2x2 + 5x + 3

6. Algebra 1 Review - Station 6 Solving Systems of Equations
Directions: Solve each system of equations. Find solutions for both x and y. Be sure to check your solutions. 1. 2. 3. 4.

7. Algebra 1 Review - Station 7
Simplifying Radicals
Directions: Perform all indicated operations with radicals. Please make sure that you simplify all answers into lowest radicals possible. 1. 2.
108 63 3. 4.
5 3 ∗6 15
3 2 ∗4 3 5. 6.
2 2 ∗3 8