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5th Study Guide Part III.

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Presentation on theme: "5th Study Guide Part III."— Presentation transcript:

1 5th Study Guide Part III

2 Think about how the problems are alike and different.
Possible Outcomes-Do you make a tree diagram or a list? 1. Smoothie King received the following shipment of fruits this morning. What are all the possible smoothies the can be made using two fruits? Welcome to Smoothie King! 2. Smoothie King wants to organize the bananas, pears, oranges, and kiwi on the first shelf. What are all the different orders the fruits can be placed on the first shelf? 3. Smoothie King wants to offer the King Blast made of one fruit, one juice, and one yogurt. Using the chart below to determine all the possible combinations of King Blasts that can be made? Think about how the problems are alike and different. Fruits Juices Yogurts Bananas Orange Vanilla Strawberries Apple Chocolate Kiwis Pineapple Mixed

3 Transformation Matching Draw a line to the correct transformation.
Ro ation = T Tran ation = SL Re ection = FL T SL FL My Personal Connections

4 My Personal Connections
Quadrilaterals List the letter(s) next to the name. Some letters may be used more than once. Rhombus- Square- Trapezoid- Rectangle- Parallelogram a b c d e My Personal Connections

5 My Personal Connections
Geometry Shapes Count and number the sides. Write the letter(s) next to the matching shape name. e a Pentagon- Hexagon- Octagon- Triangle- f b d g My Personal Connections

6 Geometry Solids Match the letter to the name. Trace and say
Geometry Solids Match the letter to the name. Trace and say. Practice drawing on your own. Cube- Rectangular Prism- Triangular Prism- Rectangular Pyramid- Triangular Pyramid- Sphere- Cylinder- Cone- b a e c g f h d

7 Geometry Solids Name the solid. Label faces, edges, and vertices.
1. 2. 3. F E V F E V F E V How are shapes 1,2, & 3 alike? How are shapes 1,2, & 3 different? 4. 5. F E V F E V How are shapes 4 & 5 alike? How do shapes 4 & 5 differ?

8 Lines and Angles Label and match the lines and angles to the correct picture.
Perpendicular Lines ALWAYS form a _______________. Parallel Lines NEVER __________. Right Angles Line up exactly with the ________ of your ________. Obtuse Angles Are ________ than the corner of your ________. Acute Angles Are _________ than the corner of your ________.

9 My Personal Connections
Time- What is the elapsed time between the two clocks to the nearest 5 minutes? S E E My Personal Connections

10 My Personal Connections
Measurement Conversions Write the information from your math chart that will help you? ________ = ________ lbs 40 ounces = ____ lbs____oz What fraction of a pound is left? My Personal Connections

11 Write the formula: PeRIMeter- rea-
Volume Write an equation and solve for the following: Find the perimeter of the bottom ______ Find the area of the bottom Find the volume of the box _______ 5 inches 2 inches 3 inches My Personal Connections

12 Statistics of a set of numbers 23, 23, 13, 35, 17 Draw a picture in the box to help you remember each term. Median-Order from least to greatest, find the ________ number using cross off strategy. Mode- The number that occurs the _______. What is the mode?_________ Range-Subtract ________ from ________. What is the range?__________

13 Multiplication Review
45 X 27 45 x27 X 7 X20 + 58 x 10= 58 x 100= 58 x 1000= What is the answer to a multiplication problem called?_________________ How can the steps to solve 45 x 27 and 58 x 10 be different? _____________________________________ __________________________________________________________________________________________ My Personal Connections

14 My Personal Connections
Division Algorithm Solve the following division problem and fill in the chart During the past 19 days, Sophie swam 478 laps. She swam the same number of laps each day. How many laps did Sophie swim each day? Multiply to check x 19 t b D M S C B DMSCB My Personal Connections

15 My Personal Connections
Solve the following problem and answer the questions: Susie had 37 pictures that she was putting in a photo album. Each page can hold 6 pictures. Draw a picture and write the algorithm for the following questions. What is the least number of pages she would need to put all the pictures in the photo album?____________________ How many pictures were not able to fill an entire page?________________________ How many more pictures are needed to complete the partially filled page?_____________________ How many full photo album pages did Susie have?________ What does interpreting the remainder mean?____________ _________________________________________________ Multiply to check My Personal Connections

16 Multi-Step Olivia bought 25 hats for $8 each including tax. She sold them all for $12 each. Which of the following answer choices would show the difference between the amount of money Olivia made and the amount she spent on these 25 hats? (25x12)-(25X8)= Add the product of 25 and 8 to the product of 25 and 12 (12-8)x25= 100 (25+12)x(25x8)= Subtract the product of 25 and 8 from the product of 25 and 12 (12x8)x25= Find the difference of 12 and 8 and multiply by 25 125


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