1 st grade fractions 2 nd grade fractions 3 rd grade fractions 4 th grade fractions 5 th grade...

21
t Grade Fractions d Grade Fractions d Grade Fractions h Grade Fractions h Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade Data 4 th Grade Data 5 th Grade Data 1 st Grade Geometry 2 nd Grade Geometry 3 rd Grade Geometry 4 th Grade Geometry 5 th Grade Geometry 1 st Grade Stories 2 nd Grade Stories 3 rd Grade Stories 4 th Grade Stories 5 th Grade Stories

Upload: erik-thomas

Post on 05-Jan-2016

228 views

Category:

Documents


2 download

TRANSCRIPT

Page 1: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

1st Grade Fractions

2nd Grade Fractions

3rd Grade Fractions

4th Grade Fractions

5th Grade Fractions

1st Grade Probability

2nd Grade Data

3rd Grade Data

4th Grade Data

5th Grade Data

1st Grade Geometry

2nd Grade Geometry

3rd Grade Geometry

4th Grade Geometry

5th Grade Geometry

1st Grade Stories

2nd Grade Stories

3rd Grade Stories

4th Grade Stories

5th Grade Stories

Page 2: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

What is another way to say these whole numbers

as a fraction?

11 5 24

Page 3: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

Rename the mixed numbers as improper

fractions.

214 72

3 545

Page 4: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

Rename the improper fractions as mixed numbers.

157

264

192

Page 5: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

Find the values of x.

21x

= 3 18x

= 6

Page 6: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

Find the sums.

23

14- = ?

56

12- = ?

Page 7: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

If your hungry brother eats half of your birthday cake, what percent of the cake did he leave for you and all your

friends?

Page 8: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

If I roll a six-sided die with 3 red stars on it and 3 blue stars

on it, what is the probability that

it will land on a

blue star?

Page 9: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

1

2

34

5

6

What is the probability of spinning an odd number on the

spinner?

Page 10: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

What is the rule used to find the value for “y” on the data

table?x y4 110 76 37 4

Page 11: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

What is the rule used to find the value for “y” on the data table?

x y2 53 74 95 11

Page 12: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

Find the area of the triangle.

7 cm

10 cm

Page 13: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

What is the formula to find the volume of a rectangular prism.

Page 14: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

What is the formula to find the volume

of a triangular prism?

Page 15: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

Find the volume of this triangular

prism.

6 cm

11 cm

10 cm

4 cm

Page 16: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

Find the volume of this triangular

prism.

5 cm

14 cm

12 cm

3 cm

Page 17: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

If Marvin eats of a

pizza, what

percent is left for his

sister Molly?

12

Page 18: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

Mort needs yard of chain for a collar for his pet brontosaurus and of a yard of chain for his pet T-rex. How much chain does Mort need? _________

56

23

Page 19: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

Jack drank of a pail of water and Jill drank of the same pail. How much of the pail of water did they drink

all together? _____

12

15

Page 20: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

Cinderella needed to travel of a mile to the ball in her

pumpkin coach. She is way there when one of the wheels falls off. How much

farther will she need to walk in her glass slippers?

12

49

Page 21: 1 st Grade Fractions 2 nd Grade Fractions 3 rd Grade Fractions 4 th Grade Fractions 5 th Grade Fractions 1 st Grade Probability 2 nd Grade Data 3 rd Grade

The tortoise and the hare were having a race of a mile long. They have already run way to the finish line. How much farther do they still

need to run? ______

78

12