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Order of Operations Lesson 1.4 ORDER OF OPERATIONS Aim: How can we use order of operations to simplify expressions? Learning Students Objectives will: Evaluate expressions using the order of operations on +, –, ×, and ÷. Use mental arithmetic to evaluate expressions Aim: How can we use order of operations to simplify expressions? Do Now: 1. Name the property that lets you write: 35 + 5 = 5 + 35 2. Use mental math to find each sum. 35 + 17 + 5 28 + 9 + 4 124 + 25 + 26 Order of Operation Expression What do you notice? What do you wonder? Write at least 3 statements A B 18 + 11 x 6 = (18 + 11) x 6 = 29 x 6 = 174 18 + 11 x 6 = 18 + (11 x 6) = 18 + 66 = 84 nd the value of each expression. A) 6 + 96 ÷ 3 B) 30 – (6 + 2) x 3 C) 34 + 5 x 2 - 17 Order of Operation Expression Aim: How can we use order of operations to simplify expressions? Create a numerical expression for each model. Determine whether the two expressions are equivalent. If so what property is applied? 1. Name the property used in the statement 25 + 27 + 15= 25 + 15 +27 Give a reason to justify each step 1. (4 × 9) × 5 = (9x4) X 5 _____________________ 9 x (4X5)____________________ 9 x 20__________________ 180 __________________ Use mental math to find: 1. 50 x 7 x 2 2. (25 × 9) × 8 Four running clubs raised money in a 24-hour relay race. Club A ran 183 miles. Club B ran 144 miles, Club C ran 117 miles, and Club D ran 146 miles. What was the total number of miles that all four clubs ran? Which pairs of numbers can you add using mental math? What pairs? is the sum of each of those se expressions to solve problems What is the total cost of the items including the tax? Create an expression to model this diagram. ITEMS ORDERED JEANS 3 $35 EACH SHIRTS 4 $15 EACH TAX DISCOUNT $10.00 - $5.00 Practice 1.4 All-in-One Student Order of Operation Expression Workbook Page 197 & 198 * DO NOT write in the workbooks. All examples must be done in your notebook. Exit Ticket A student says that the value of the expression 5 + 25 ÷ 5= 6 What error did the student make?