This summer math packet is divided into 9 weeks of assignments. Each week you will have math questions and an activity/game. You will need crayons or colored pencils and 3 standard dice to complete all activities. Some of the games will require you to play with a friend or family member. Please bring this completed packet with you the first day of school. Name: ______________________________________ Week 1 Directions: Circle the best answer for multiple choice questions and write the answer to short answer questions in the spaces provided. 1. What number is written five hundred thirty-two and nine tenths? A. 532.09 B. 532.9 C. 532.109 D. 532.91 4.N.1, 4.N.6 2. Which list orders the numbers from least to greatest? A. 275,155 , 271,555 , 275,515 , 275,551 B. 271,555 , 275,155 , 275,515 , 275,551 C. 271,555 , 275,515 , 275,155 , 275,551 D. 271,555 , 275,155 , 275,551 , 275,515 4.N.2 3. What are the coordinates of the point at b on the (x,y) coordinate plane? A. (7,3) B. (3,7) C. (1,7) D. (3,3) 4.G.6 2 Pail and Shovel Math – A coloring activity Week 1 Directions: Determine the values of the variable in the following problems. Then color in the matching answer in the picture with the color indicated. Massachusetts standard: 4.N.7 Recognize classes (in particular, odds, evens; factors or multiples of a given number; and squares) to which a number may belong, and identify the numbers in those classes. Use these in the solution of problems. • 4 = k ÷ 6. Find k and then color the corresponding section of the picture in YELLOW. • 36 = 3 x m. Find m and then color the corresponding section of the picture in RED. • 30 = 2 x p. Find p and then color the corresponding section of the picture in RED. • 4 = w ÷2. Find w and then color the corresponding section of the picture in BLUE. • 3 x 7 = z. Find z and then color the corresponding section of the picture in YELLOW. • 42 = q. Find q and then color the corresponding section of the picture in ORANGE. • 62 = t. Find t and then color the corresponding section of the picture in GREEN. • j = 14 ÷ 7 . Find j and then color the corresponding section of the picture in RED. 3 Week 2 Guess my number… All numbers are whole numbers 1 – 20. Write the answer in the box on the right. 4. I am even. I am a 2-digit number. The sum of my digits is 9. I am number: 5. I am an odd number. I am a multiple of 5 (count by 5’s). 3 is one of my factors. I am number: 6. I am a multiple of 5. My ones place is a 0. My tens place is an odd digit. I am number: 7. I am a multiple of 3 I am odd. I have only 2 factors. I am number: 8. I am a multiple of 8. I am a square number. I am number: 4.N.7 Recognize classes (in particular, odds, evens; factors or multiples of a given number; and squares) to which a number may belong, and identify the numbers in those classes. Use these in the solution of problems. 4 Week 2 Hip to Be Square – A Math game for 2 players. Rules: 1) Player 1 rolls two dice and puts them in either order to form a coordinate pair. For example, the roll of a 2 and 4 could be (2,4) or (4,2) Materials Needed - Game board per player (attached) - 2 standard dice per team - 2 pencils 2) Player 1 finds one of the coordinates on his/her own grid and puts a dot there. He also writes the coordinate pair on the right hand side of the game board. 3) Player 2 rolls and forms a coordinate and marks it on his own board and write the pair on his/her own game board. 4) Players take turns placing dots on their own boards. You may have to pass if your coordinate pair is already taken. 5) The first player who can make a square, connects the dots that would make their shape a square and colors the square in, is the winner. It can be any sized square. List your coordinate pairs here: G A M E B O A R D 1 ( ( ( ( ( ( ( ( ( ( ( , , , , , , , , , , , ) ) ) ) ) ) ) ) ) ) ) ( ( ( ( ( ( ( ( ( ( , , , , , , , , , , write more coordinate pairs if needed 4.G.6 Using ordered pairs of numbers and/or letters, graph, locate, identify points, and describe paths (first quadrant). 4.G.2 Describe, model, draw, compare, and classify two- and three-dimensional shapes, e.g., circles, polygons—especially triangles and quadrilaterals—cubes, spheres, and pyramids. ) ) ) ) ) ) ) ) ) ) 5 Hip to Be Square List your coordinate pairs here: G A M E B O A R D 2 ( ( ( ( ( ( ( ( ( ( ( , , , , , , , , , , , ) ) ) ) ) ) ) ) ) ) ) ( ( ( ( ( ( ( ( ( ( , , , , , , , , , , ) ) ) ) ) ) ) ) ) ) write more coordinate pairs if needed Hip to Be Square was created by: D. Huntress 6 Player Two: ___________________________________ G A M E B O A R D 1 G A M E B O A R D 2 List your coordinate pairs here: ( ( ( ( ( ( ( ( ( ( ( , , , , , , , , , , , ) ) ) ) ) ) ) ) ) ) ) ( ( ( ( ( ( ( ( ( ( , , , , , , , , , , ) ) ) ) ) ) ) ) ) ) write more coordinate pairs if needed List your coordinate pairs here: ( ( ( ( ( ( ( ( ( ( ( , , , , , , , , , , , ) ) ) ) ) ) ) ) ) ) ) ( ( ( ( ( ( ( ( ( ( , , , , , , , , , , ) ) ) ) ) ) ) ) ) ) write more coordinate pairs if 7needed Week 3 Directions: Answer each question related to the line plot below. Line plot: A line plot is a graphic representation of data that indicates how often something occurs at each value. It is similar to a bar graph without labels and bars. The line plot below show the ages of Clara’s cousins. 9) How many of Clara’s cousins are 7 years old? ___________________________ 10) How many of Clara’s cousins are 9 years old? __________________________ 11) How many of Clara’s cousins are 5 years old? _____________________________ 12) How many of Clara’s cousins are 4 years old? _____________________________ 13) How old is Clara’s oldest cousin? _____________________________________ 14) How old is Clara’s youngest cousin? ___________________________________ 15) How many cousins does Clara have? ____________________________________ 4.D.3 Construct, draw conclusions, and make predictions from various representations of data sets, including tables, bar graphs, pictographs, line graphs, line plots, and tallies. 8 Week 3 Math Crossword – Read the clues and fill in the answers in the crossword puzzle below. 4.G.1 Compare and analyze attributes and other features (e.g., number of sides, faces, corners, right angles, diagonals, and symmetry) of two- and threedimensional geometric shapes. 4.G.7 Describe and apply techniques such as reflections (flips), rotations (turns), and translations (slides) for determining if two shapes are congruent. Across 1. To rotate a plane (2D) shape; rotation 3. A geometric figure made up of connected line segments 5. Unit of measurement equivalent to 4 quarts 8. Unit of measurement equivalent to 5,280 feet 9. A quadrilateral with equal sides and 4 right angles. 15. A solid with exactly 6 square faces. 16. Unit of measurement equivalent to 12 inches. 18. The top number of a fraction 20. Means the same distance apart; never intersecting 21. Small unit of measurement of length in the customary system 22. The bottom number of a fraction 25. To move a plane figure in one direction; translation 27. Unit of measurement equivalent to 3 feet. 28. To turn a plane figure over; reflection Down 2. A quadrilateral with equal sides (may not have equal angles). 4. The bottom face of a 3D solid. 6. Number of degrees in a right angle. (spell it out) 7. Lines that intersect to form a right angle are… 10. The number of square units inside a 2D figure 11. The answer to a division problem. 12. A number added to find a sum. (A __ __ __ N D) 13. A three sided polygon 14. The answer to a multiplication problem. 15. A cone has this shape for its base 17. Any four sided polygon. 19. A 3D solid with congruent circular faces. 1 23. Unit of measurement of weight equal to /16 lb. 24. The distance around a plane figure 26. A 3D solid with a polygon base and triangular faces that meet at a vertex. 9
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