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180 Daily Warm-up Presentations - 12 Review Presentations

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Second Grade Fantastic Five # 10

1. What is the missing number (subtrahend)?

2. Chance was asked by his teacher to figure out the skip counting pattern 3, 6, 9, 12, 15. What should

Chance tell his teacher about the pattern?

3. What is an example of a cone?

Skip count by 3’s

Sample Answers:

Ice cream cone, birthday hat

4. How much money is shown?

52¢

5. Use the chart to create a pictograph.

Betty’s Basketball

Scores

Game 1 7

Game 2 8

Betty’s Basketball Scores

Game 1

Game 2

Each = 2 points

©2009 Gunnells Publishing, LLC

Second Grade Fantastic Five Review # 1

1. Subtract: 58

- 27

Rule: Add 7

31

Days 7 14 21

2. Using the rule add 7, find how many

Week 1 2 3 4 days there will be in 4 weeks.

28

3. Draw one line through this square to change the square into 2 triangles.

35

5

42

6

OR

4. Compare centimeters and feet using > , < , or = . cm ____ feet

<

5. You want to know more about the time other kids in your class go to bed.

Create a survey question that will give you that information.

What time do you go to bed?

6. Madison is gaining 3 pounds each year. If she weighs 27 pounds now, how much will she weigh in 2 years?

33 pounds

7. Round 47 to the nearest ten. (40 or 50)

50

8. Find a line of symmetry in this figure.

9. Name the following coins and their value.

25¢ 10¢ 5¢ 1¢

Quarter Dime Nickel Penny

10. Christy wants to find out about how many pets students in her class have. Which question should she ask?

(a) What is your favorite pet?

(c) What pets do you have?

(b) How many pets do you have?

1 st Slide

©2009 Gunnells Publishing, LLC

Third Grade Fantastic Five # 2

1. What is the value of the 5 in the number 6,528?

(a) 5 tens

(b) 5 hundreds

(c) 5 ones

(d) 5 thousands

2. Write the number that completes the pattern.

Subtract 3

3. How many sides does a triangle have?

3 sides

4. What would you use to measure the width of your paper?

(a) feet

(b) inches

(c) yards

5. Which would you “most likely” measure in pounds?

(a) dime

(b) dog

(c) sock

©2009 Gunnells Publishing, LLC

Third Grade Fantastic Five Review # 1

1. Would it be certain or impossible for 2 dimes and a nickel to equal 30¢?

impossible

2. A newborn baby weighs about:

(a) 7 ounces (b) 7 pounds (c) 7 tons

(b) 7 pounds

3. Write 86 in word form.

eighty-six

4. How many sides does the pentagon have?

5 sides

5. Write the number that completes the pattern. 27, 24, 21, ___, 15, 12, 9

18

6. One year (not a leap year) = _____ days.

356

7. Add these numbers. (Hint: Remember to add ones column first)

66

+ 21

87

8. What is the missing number in this pattern?

22, 33, 44, _____, 66, 77, 88

55

9. Is this a flip, turn, or slide?

Flip or Slide

10. Which spinner would be more likely to land on P?

Spinner A

©2009 Gunnells Publishing, LLC

1 st Slide

Fourth Grade Fantastic Five # 17

1. Find the quotient.

1 2

- 9

1

- 18

0

2. If x + 7 = 5 + 4, what is the value of x?

x + 7 = 9 x + 7 - 7 = 9 - 7 x = 2

3. Describe a rhombus using words.

A parallelogram with 4 equal sides.

5. Construct a double bar graph using the given data.

Favorite Colors

Color Boys Girls

Blue 19

Red 7

Pink 5

8

10

17

©2009 Gunnells Publishing, LLC

1. Multiply. 78 x 4

312

2. Study the pattern. What should the first card be?

3. Draw the net (2 dimensional representation) of a cylinder.

2

24

3

36

4

48

5. Ice cream is being given away at a store opening. They have chocolate and vanilla.

What are your chances of getting strawberry ice cream? Why?

(a ) certain (b) unlikely (c) impossible

There is no strawberry!

8. Draw a trapezoid.

7 in

9. Find the perimeter.

22 in.

4 in 4 in

7 in

10. What is the probability of spinning an orange?

Likely

©2009 Gunnells Publishing, LLC

1 st Slide

1. List the factors for 12 and 16. Then find the Greatest Common Factor.(GCF)

12: 1, 2, 3, 4, 6, 12

16: 1, 2, 4, 8, 16

GCF = 4

2. Michael jogs 1.5 miles every day.

Write an expression that shows how many miles he jogs each week.

1.5 x 7

3. What is a polyhedron?

(a) a 3-dimensional object with flat faces

(b) a 2-dimensional object with flat sides

4. What metric unit of measure is used to measure length?

Meters

5. Look at the spinner. Is it likely, certain, or equally likely to land on red?

©2009 Gunnells Publishing, LLC

Equally

Likely

1. Complete the pattern. Explain how you got your answer.

2. What is the place value of the underlined digit?

431.768

Tens

3. What is the name of the following 3-D shape?

Cube

4. Is the following angle acute or obtuse?

Acute - Less than 90 o

60 o

5. What type of graph would you use to compare people’s favorite color?

Bar Graph

6. List the factors for 12 and 16. Then find the GCF.

12: 1, 2, 3, 4, 6, 12 16: 1, 2, 4, 8, 16 GCF = 4

8. Trapezoids have how many diagonals? (a) 0 (b) 2 (c) 3 (d) 5

(b) 2

9. Look at the following data. Find the median.

3, 7, 8, 12, 15, 16, 19, 21, 23

15

10. Is the following angle greater than 90 o or less than 90 o ?

Less Than 90

0

©2009 Gunnells Publishing, LLC

1 st Slide

1. Write the following relationship as a rate in fraction form.

There were five adults for 75 students.

75

2. Which operation should you do first?

7 (6 + 3) • 7 ÷ 2

(a) + (b) (c) • (d) ÷

M at h Com poser 1. 1. 5 ht t p: / / www. m at hcom poser . com

15

3. Translate the triangle two units down.

4. The proposed plan for an amusement park ride has a scale of 1 cm = 75 ft. If the roller coaster is 70 cm, what is the actual length of the roller coaster?

5,250 ft

5. Make a stem-and-leaf plot with the set of data.

13, 52, 42, 12, 22, 11, 23, 32, 34

©2008 Gunnells Publishing, LLC

Stem Leaf

1 1 2 3

2 2 3

3 2 4

4 2

5 2

1 2 = 12

1. Solve: 2 + 1 =

7 3

4

11

21

2. Solve if m = 3 and n = 2. 3m + n

11

3. Rewrite (3 • 4) • 6 using the commutative and associative properties.

6 • (3 • 4) commutative 3 • (4 • 6) associative

4. A set of 10 cards is marked 1,2,3, …,10. If you draw one card without looking, what is the probability of drawing a 3? P(3) = _____

10

5. Three vertices of a square are (1,1), (1,4), and (4,4). What is the square’s fourth vertex?

(4,1)

3

4

7. What is the probability of spinning blue or green?

1

2

3.36 miles

9. Find the area of the circle.

28.26 m

2

1

2

10. What is the probability of rolling an odd number on a die?

©2008 Gunnells Publishing, LLC

1

2

1 st Slide

1. Write in standard form.

Six hundred thousand, seven hundred fifty-six and twenty-nine thousandths 600,756.029

2. Which number line represents the solution to 2x + 4 < 24 ?

(a) (c)

8 9 10 11 12 8 9 10 11 12

(b) (d)

8 9 10 11 12 8 9 10 11 12

3. The sum of the measures of the angles of a hexagon is 720 o . Can a regular hexagon make a tessellation?

4. Subtract: 3 hr. 15 min.

- 1 hr. 30 min.

1 hr. 45 min.

5. Construct a circle graph indicating the following:

Bus Riders 60% Car Riders 40%

©2008 Gunnells Publishing, LLC

1. Write the ratio in fraction form. (Simplify if possible.)

Four out of twelve student’s favorite sport is soccer.

2. Find the GCF for 72 and 81.

9

1

3

3. What is the relationship between the number of sides of a regular pentagon and the number of diagonals?

Same or Equal

4. Find the mean, median and mode of the following scores.

100, 56, 95, 84, 72, 61 mean = 78 ; median = 78 ; mode = 0

5. The sum of the measures of the angles of a pentagon is 540 O . Can a regular pentagon make a tessellation?

No

6. Add and simplify your answer.

2 ft. 11 in.

+ 3 ft. 10 in.

6 ft. 9 in. = 2 yd. 9 in.

7. If the area of the base of a pyramid is 16 cm

2 and its volume is 48 cm

3

, what is its height?

9 cm.

8. Solve: │- 3 + - 4 + 2 │

5

9. A car comes in two models and four colors. How many outcomes are possible?

8 Possible Outcomes

10. Solve: 3x = 300 x = 100

1 st Slide

©2008 Gunnells Publishing, LLC

1. Solve.

│124 - (- 3)│ - │- 12│ = 127 - 12 = 115

2. Is 2m - 2n = 0 a linear equation?

YES

3. If a vertex on a right triangle is (- 8, 16) and once it is dilated, it becomes (- 2,4), then what is the scale factor?

1

4

4. Find the perimeter of the trapezoid.

2 ft

5 ft

34 ft

5

2

+ 12

2

= c

2

25 + 144 = c

2

2 + 13 + 5 + 14 = 34 ft

169 = c 2

13 = c

5. A jar has 6 red chips, 8 blue chips, and 5 white chips.

Without replacement, what is the probability of picking

2 red chips in a row?

1

6 5

× =

5

19 18 57

3

©2008 Gunnells Publishing, LLC

Chips

1. Graph the following on a number line.

A C B

4 5 6 7

2. What is the circumference of a circle if its diameter is 11 centimeters?

34.54 cm

3. Is 2m - 2n = 0 a linear equation?

Yes

4. Which measurement is reasonable for the width of a dollar?

(a) 6.6 mm (b) 6.6 cm (c) 6.6 m

(b) 6.6 cm

5. What is the slope of the line given the coordinates in the chart?

3 x 0 1 - 1 2 y - 2 1 5 4

6. Find the mean, median, mode, and range of the data.

8

9

Speed Records

35 43 50

43 45 43

31 52 36

Mean - 42

Median - 43

Mode - 43

Range - 21

7. Name the greater rational number.

7

or

8

8 9

8. If a rectangle has vertices A(0,- 1), B(0,- 3), C(4,- 1) and D(4,- 3) and it is dilated with the center of dilation at the origin and a scale factor of two, what are the new vertices?

A

´(0, - 2), B´(0, - 6), C´(8, - 2), D´(8, - 6)

9. What would happen to a square if it were dilated with a scale factor of 4?

It would get larger

10. A jar has 6 red chips, 8 blue chips, and 5 white chips. Without

5 replacement, what is the probability of picking 2 red chips in a row?

©2008 Gunnells Publishing, LLC

57

1 st Slide