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Warm Up September 6, 2017 Warm-Up Recall from 6th grade…
Homework Worksheet Warm-Up Recall from 6th grade… Write each expression a different way: 1. 7×7×7×7 Answer: _________ Answer: ________________ Answer: ____________ 4. Evaluate the numerical expression: 18− 5. Evaluate 2𝑥+4 when 𝑥=3.
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Learning Target Today, I will be able to evaluate numerical expressions using order of operations
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Vocabulary Mathematical expression is part of a mathematical sentence. (no = sign) Numerical expression – contains only numbers. Examples of numerical expressions: 3 + 4 45 9 (0.3)(0.2) Simpler name: 7 5 0.06
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Vocabulary Is parentheses an operation? 4 BASIC MATH OPERATIONS
Simplify: ______________________________________________________________________________ 4 BASIC MATH OPERATIONS Is parentheses an operation?
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Recall: Exponents The base is the factor that is going to be used in repeated multiplication. An exponent shows how many times the base will be a factor in the expression. 𝟓 4 Exponent Base
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Form Exponential Form: 𝟓 𝟐 Expanded Form: 5 x 5
When a number is to the 2nd power, we say it is _________. When a number is the 3rd power, we say it is _________.
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Rewrite the expressions:
a = b. 12 x 12= c = d. 4 x 4 x 4 =
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Please Excuse My Dear Aunt Sally
Ex. 1: Evaluate. (5+3) 2 ÷ 4 × 3 – 1 Ex. 2: Evaluate. ( 8 2 – 2 5 ) ÷ (24 ÷ 6) Ex. 3: Evaluate. [16 + 4(14 – 6)] Grouping symbols include parentheses and also brackets. Start in the inner most set and work your way out. ( ) [ ] Parentheses Exponents Multiplication/Division whichever comes FIRST from left to right Addition/Subtraction
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Try Some Directions: Use order of operations to simplify each numerical expression. Be sure to show all of your work! 1. 6 2 −10 ÷2 2. 44−8÷2 3. 6 4+5 −16÷4 4. 7−4+8∙5 −6
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Try Some Did you finish the 4 examples? WOW!! Try these
9. 13+(38− 6 2 ) 10. 3×7−2×3 11. You plan to practice playing guitar for 15 minutes on three weekdays and 20 minutes each on Saturday and Sunday. Evaluate the expression 15 × × 2 to find the number of minutes you will practice during the entire week.
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Did we hit our target? Today, I will be able to evaluate numerical expressions using order of operations
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Discussion 1. When following Order of Operations does multiplication always come before division? Why or Why Not? 2. When following Order of Operations does subtraction always come before addition?
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