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Expressions and Formulas
1.1 Notes Expressions and Formulas
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Evaluate (12 – 9)3. A. 3 B. 9 C. 27 D. 729 5-Minute Check 1
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Simplify 5(4 + n) + 6n. A. 7n + 20 B. 10n + 5 C. 11n D. 11n + 20
5-Minute Check 2
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A. B. C. D. 5-Minute Check 3
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What is the area of a square with sides of 15 centimeters?
A. 250 cm2 B. 225 cm2 C. 120 cm2 D. 60 cm2 5-Minute Check 4
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Which expression represents the area of a rectangle with length 2x and width x?
A. 4x2 B. 4x C. 2x2 D. 2x 5-Minute Check 5
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Which expression represents the area of a rectangle with length 2x and width x?
A. 4x2 B. 4x C. 2x2 D. 2x 5-Minute Check 5
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Chairs for a wedding can be rented at the costs shown in the table
Chairs for a wedding can be rented at the costs shown in the table. Based on the pattern in the table, what is the cost to rent 250 chairs? A. $575 B. $625 C. $700 D. $750 5-Minute Check 6
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Chairs for a wedding can be rented at the costs shown in the table
Chairs for a wedding can be rented at the costs shown in the table. Based on the pattern in the table, what is the cost to rent 250 chairs? A. $575 B. $625 C. $700 D. $750 5-Minute Check 6
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You used the rules of exponents.
Use the order of operations to evaluate expressions. Use formulas. Then/Now
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algebraic expressions order of operations formula
variables algebraic expressions order of operations formula Vocabulary
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Concept
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Evaluate (x – y)3 + 3 if x = 1 and y = 4.
Evaluate Algebraic Expressions Evaluate (x – y)3 + 3 if x = 1 and y = 4. (x – y)3 + 3 = (1 – 4)3 + 3 x = 1 and y = 4 = (–3)3 + 3 Subtract 4 from 1. = – Evaluate (–3)3. = –24 Add –27 and 3. Answer: Example 1
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Evaluate f + g2 – 3g if f = 5 and g = 2.
B. 4 C. 6 D. –3 Example 1
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A. Evaluate n – t(n2 – t) if n = 2 and t = 3.4.
Evaluate Algebraic Expressions A. Evaluate n – t(n2 – t) if n = 2 and t = 3.4. n – t(n2 – t) = 2 – 3.4(22 – 3.4) n = 2 and t = 3.4 = 2 – 3.4(4 – 3.4) Evaluate 22. = 2 – 3.4(0.6) Subtract 3.4 from 4. = 2 – 2.04 Multiply 3.4 and 0.6. = –0.04 Subtract 2.04 from 2. Answer: Example 2
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Evaluate Algebraic Expressions
Answer: Example 2
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A. Evaluate a + b2(a – b) if a = 4 and b = –2.
C. 24 28 Example 2a
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B. A. –1 B. –3 C. 3 4 Example 2b
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Use a Formula Example 3
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A. 450 cm3 B. 75 cm3 C. 50 cm3 D. 10 cm3 Example 3
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