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never have an equal sign.$2f + 7 LXB0 \frac{2}{3} div \frac{1}{7} LXB1 10^4 = 5z LXB2 3 = (2p + 7) div 5 LXB3 2m + 7n = 14n - 1 LXB4 3a + 6 + b$how many terms does the expression have? ____how many terms does the expression have? __what is the coefficient of the first term? __what are the variables? __what is the constant term? __what are the factors of $3a$? ____
Part 1: Classify Expressions and Equations
Step1: Identify expressions (no = sign)
Expressions: $\frac{2}{3} \div \frac{1}{7}$, $0.25g \times 0.76h$, $(6 + 9) \times 4$, $\frac{3 + 2j}{10}$
Step2: Identify equations (has = sign)
Equations: $6 + k = 14$, $10^4 = 5z$, $8w - 3w = 20$, $3 = (2p + 7) \div 5$, $2m + 7n = 14n - 1$
Step1: Analyze $10x - y + 3.5$
- Terms: Separated by $+/-$: $10x$, $-y$, $3.5$ → 3 terms
- Coefficient of first term: Number with $x$ → 10
- Constant term: Number without variable → 3.5
Step2: Analyze $3a + 6 + b$
- Terms: Separated by $+/-$: $3a$, $6$, $b$ → 3 terms
- Variables: Letters representing unknowns → $a$, $b$
- Factors of $3a$: Numbers/terms multiplied → 3, $a$
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- Circled (Expressions): $\frac{2}{3} \div \frac{1}{7}$, $0.25g \times 0.76h$, $(6 + 9) \times 4$, $\frac{3 + 2j}{10}$
- Boxed (Equations): $6 + k = 14$, $10^4 = 5z$, $8w - 3w = 20$, $3 = (2p + 7) \div 5$, $2m + 7n = 14n - 1$
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