Multi Step Equations Answer Key
IEP Progress Monitor • Level 2
Multi-Step Equations Answer Key
Teacher Reference
Target: 80% (8/10 Core Correct)
Skills: Distributive Property & Combining Like Terms • Version 1 • 10 Standard + 2 Challenge Questions
Quick-Scan Answer Bar (Rapid Grading) Questions 1–10 (Core) & 11–12 (Extra Credit)
Q1
x = 6
Q2
m = 4
Q3
y = 5
Q4
a = -2
Q5
w = 4
Q6
k = 3
Q7
p = 6
Q8
d = 5
Q9
c = 6
Q10
n = 2
11 ★
x = 3
12 ★
x = 6
1 Solve for x Page 1
\(3(2x + 1) - 4x = x + 9\)
Answer \(x = 6\)
2 Solve for m Page 1
\(3m + 18 = 2(3m + 5) - m\)
Answer \(m = 4\)
3 Solve for y Page 2
\(4(2y - 3) + 7 = 5y + 10\)
Answer \(y = 5\)
4 Solve for a Page 2
\(2a + 23 = -3(2a - 5) + 4a\)
Answer \(a = -2\)
5 Solve for w Page 3
\(5(w + 3) - 2w - 4 = w + 19\)
Answer \(w = 4\)
6 Solve for k Page 3
\(4k - 12 = 7 - 2(3k - 4) + k\)
Answer \(k = 3\)
7 Solve for p Page 4
\(4(2p - 1) - 3p = 3p + 14 - p\)
Answer \(p = 6\)
8 Solve for d Page 4
\(7d - 2d + 4 = 2(4d - 3) - d\)
Answer \(d = 5\)
9 Solve for c Page 5
\(-3(c - 4) + 2c = 4c - 2c - 6\)
Answer \(c = 6\)
10 Solve for n Page 5
\(5n - 2n + 7 = -3(2n - 7) + 2n\)
Answer \(n = 2\)
11 Solve for x ★ Challenge (Dual Dist.)
\(3(2x + 1) + 4x = 2(3x + 9) - x\)
Answer \(x = 3\)
12 Solve for x ★ Challenge (Fractions)
\(\frac{1}{3}(6x + 9) + 2x = \frac{1}{2}(4x - 6) + 3x\)
Answer \(x = 6\)
Mastery Scale (Core 1–10): 9–10: Advanced • 8: Goal Met (80%) • 6–7: Progressing • <6: Needs Intervention
IEP Monitor • Ver. 1 Answer Key