State the restrictions on the values for each variable. 1. Solve for x in each equation. a). 3 7. + = x b) 5. 4. = x c)
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Extra Practice for Section 6-2. Find the values indicated. Assume the random
variable z has a standard normal distribution. Answers are below. 1. Find P5. 2.
EXTRA PRACTICE PROBLEMS. SECTION 6: LINES (PART 2). 1. The data in the
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Extra Practice Section 5.1 (2016-2017) Key.pdf. Extra Practice Section 5.1 (2016-2017) Key.pdf. Open. Extract. Open with
Algebra Connections Extra Practice. Managing Editors Editor of Extra Practice.
Leslie Dietiker. Bob Petersen. Phillip and Sala Burton. Rosemont High School.
Extra Practice 1. Lesson 1: Input/Output Machines. 1. Complete this table. ....
Extra Practice 6. Lesson 6: Drawing the Graph of a Pattern. 1. Use grid paper.
Geometry Connections Extra. Practice. Managing Editor. Leslie Dietiker. Phillip
and Sala Burton Academic High School. San Francisco, CA. Contributing Editors.
Extra Practice 1. Lesson 1: Mixed Numbers. 1. Describe each picture as an
improper ... 1. 6. 3 f). 5. 6. 2. 3. Write a mixed number for each improper fraction.
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Name. Date. Extra Practice for Quiz #6. Lesson 8: Estimating Quotients. 1. Write
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Accounting for Merchandising. Operations: Extra Practice Problems. 1. Indicate
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Page 1. SDUHSD Math B. 64. Extra Practice: Equations with Fractions. Name: Period: Solve each equation and verify your s
Multiply. What do you notice? a) 1 × 1 b) 2 × 1 c) 3 × 1 d) 4 × 1 e) 5 ×1 f) 6 × 1. 2.
... Name. Date. Extra Practice 2. Lesson 3: Using Skip Counting to Multiply. 1.
Key Ideas Review 1. Circle the correct response to complete each statement. a) You need to decide which (operation/manipulation) to perform on fractions to solve problems. b) Some fraction problems can involve the (computation/order) of operations. 2. Number the statements to put the operations in the correct order. Add and subtract in order from left to right. Brackets Multiply and divide in order from left to right.
Practise and Apply 3. Circle the first step in calculating the answer, then solve. 3 5 1 × __ a) __ - __ 4 6 3
3 5 1 ÷ __ 1 + __ - 1__ b) 3__ 4 6 2 2
(
)
1 7 + __ 2 - __ c) __ 4 3 8
1 ÷ __ 2 1 × __ d) 1__ 2 3 3
72
4. Calculate. Show your thinking. 3 1 a) 3 ÷ __ + 5 × __ 4 2
1 × 1__ 2 + __ 2 b) __ 6 3 3
3 3 c) __ × (12 - 8) - __ 4 8
3 9 7 ÷ 1___ + 1___ d) 3___ 10 10 10
(
)
MHR • Chapter 6: Fraction Operations
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Name:
5. Tracy earns $12 an hour as a cashier in a grocery store. One week she worked 8 hours a day for 5 days. One of these days was a holiday, for which she earned timeand-a-half. How much did Tracy earn that week?
1 bags of Halloween 6. Graham saved 1__ 2 candy to share with two friends. Graham’s father asked him to 1 of a bag for his younger save __ 4 brother. If Graham and his friends each get equal amounts of what is left, how much candy will each of them get?
Date:
8. Here is a way of using four 3s and the order of operations to write an expression that equals 5. 3 3 - __ + 3 = 5 3 Use four 3s and the order of operations to write expressions with each of the following values. a) 0
b) 1
c) 2
d) 3
7. Add one pair of brackets to the left side of each equation to make it true. 5 3 1 + __ 4 + __ a) __ =3 × __ 2 3 2 8
9. Lake Huron has about 2000 km of shoreline. Lake Superior’s shoreline 1 plus __ 1 of that distance. Write an is __ 5 2 expression to determine the length of shoreline in Lake Superior, then solve.
