10 pt

51
1 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt 10 pt 15 pt 20 pt 25 pt 5 pt Convert Metric Customary Units Find Perimeter or Area Find Area Volume? Area? Perimeter?

Upload: umeko

Post on 11-Jan-2016

27 views

Category:

Documents


0 download

DESCRIPTION

Convert Metric. Customary Units. Find Perimeter or Area. Find Area. Volume? Area? Perimeter?. 5 pt. 5 pt. 5 pt. 5 pt. 5 pt. 10 pt. 10 pt. 10 pt. 10 pt. 10 pt. 15 pt. 15 pt. 15 pt. 15 pt. 15 pt. 20 pt. 20 pt. 20 pt. 20 pt. 20 pt. 25 pt. 25 pt. 25 pt. 25 pt. - PowerPoint PPT Presentation

TRANSCRIPT

Page 1: 10 pt

1

10 pt

15 pt

20 pt

25 pt

5 pt

10 pt

15 pt

20 pt

25 pt

5 pt

10 pt

15 pt

20 pt

25 pt

5 pt

10 pt

15 pt

20 pt

25 pt

5 pt

10 pt

15 pt

20 pt

25 pt

5 pt

Convert Metric

CustomaryUnits

Find Perimeter or

AreaFind Area

Volume?Area?

Perimeter?

Page 2: 10 pt

2

John bought 5 meters of rope,How many centimeters does he have?

5 m = _____cm

Page 3: 10 pt

3

5 m = 500 cm5 x 100

Going from bigger to smaller you multiply!

2 jumps or x 100

Page 4: 10 pt

4

Karen’s tape had a length of 31 mmHow many centimeters

of tape does Karen have?31 mm = _______ cm

Page 5: 10 pt

5

31 mm = 3.1 cm

Going from smaller to larger,you divide, since you move to the left

one space you divide by 10

Page 6: 10 pt

6

Nick ran 1.6 kilometers, how Many meters did he run?

1.6 km = ______ m

Page 7: 10 pt

7

1.6 km = 1600 m

Going from bigger to smaller you multiply. To go from km to m

you multiply by 1000 ormove the decimal 3 places to the right.

Page 8: 10 pt

8

Mike walked 5750 meters, howmany kilometers did he walk?

5750 m = _______ km

Page 9: 10 pt

9

5750 m = 5.75 km

Divide by 1000 or move the decimalthree places to the left.

Page 10: 10 pt

10

Peter caught 2 fish.One weighed 5.1 kg and the other weighed 4.8 kg.

How many grams of fish did he catchin total?

Page 11: 10 pt

11

Change the weight of the fish fromkilograms to grams and add them

5.1 kg = 5100 g4.8 kg = 4800 g

Therefore 5100 + 4800 = 9900 grams

Page 12: 10 pt

12

Joe had 4 quarts of soda.How many pints did he have?

4 qt = ______ pt

2 pints = 1 quart

Page 13: 10 pt

13

If 1 qt = 2 pt

4 qt = ____ pt

4 qt = 8 pt

Page 14: 10 pt

14

Paul played soccer for about 3 hours each day for 20 days. How many hours is this?

Page 15: 10 pt

15

If Paul played soccer for about 3 hours each day for 20 days. Paul plays soccer of 60 hours. Since 1 day = 24 hours 1 day = 24 hours ½ day = 12 hours 2 ½ days = 60 hours

Page 16: 10 pt

16

Mr. L bought 36 ounces of peanuts. If 16 oz = 1 pounds, how many pounds of peanuts did he buy?

Page 17: 10 pt

17

Mr. L bought 36 ounces of peanuts. If 16 oz = 1 pounds, how many pounds of peanuts did he buy?

?

36

1

16

pounds

oz

Cross Multiply16? = 36? = 36 ÷ 16? = 2.25 pounds

Page 18: 10 pt

18

Isabel read a book for 750 minutes. How many hours is this?

Page 19: 10 pt

19

Isabel read a book for 750 minutes for the month. How many hours is this?

750 ÷ 60 = 12 ½ hours?

Isabel read for 12 ½ hours for the month

Page 20: 10 pt

20

Put the correct units of measure on the following questionsG Km Pounds Metera) What is the best unit to measure the weight of a paper clip?

b) What is the best unit to measure the trip from Hartford to West Hartford?

c) What is the best unit to weigh a backpack filled with books?

d) What is the best unit to measure the length of a house?

Page 21: 10 pt

21

G (g) Km (km) Pounds (lbs) Meter (m)

What is the best unit to measure the weight of a paper clip? g (Grams)

What is the best unit to measure the trip from Hartford to West Hartford? Km (Kilometers)

What is the best unit to weigh a backpack filled with books? lbs (Pounds)

What is the best unit to measure the length of a house? m (meters)

Page 22: 10 pt

22

How much wood does John needto surround his door way?

3 ft

6 ft

2 ft

Page 23: 10 pt

23

Add all the sides3 + 3 + 6 + 6 +2 = 20 ft

John needs 20 feet of wood for a border around his door

3 ft

6 ft

2 ft

Page 24: 10 pt

24

How much paper will Greg need to wrap the box? Find the surface area of the container. Remember find the area of the TOP, SIDE, and FRONT, thenSA = (Top + Side + Front) x 2

l = 5 ftw = 3 ft

h = 4 ft

Page 25: 10 pt

25

l = 5 ftw = 3 ft

h = 4 ft

Area Front = 5 x 4 = 20 ft²Area of Side = 3 x 4 = 12 ft²Area of Top = 5 x 3 = 15 ft²

SA = (Front + Side + Top) x 2 (20 + 12 + 15) x 2 (47 x2) = 94 ft²

Page 26: 10 pt

26

Lauren wants to make a circular table for her kitchen. Around the table, she want to put a border of rope. How much rope will she need? Find the circumference of the circle, if the diameter of the circle is 5 ft C = 2∏r C = ∏d

Page 27: 10 pt

27

Given C = ∏d = 3.14 x 5 = 15.7 ft

So Lauren will need 15.7 ft or about 16 feet of rope to surround the circular table.

d = 5

Page 28: 10 pt

28

Dan wanted to frame his picture using a regular shaped pentagon. How much wood will he need if one side of the pentagon measured 8 inches?

8 in.

Page 29: 10 pt

29

Since a regular shaped pentagonhas all the sides equal. If the pentagonHas 5 sides and each side is 8 in5 x 8 = 40 inches of wood

8 in.

Page 30: 10 pt

30

John’s backyard looked like the diagram below.How much fencing will he need to buy to surround his yard? Remember to find the missing lengths.

24 m

? m

14 m

12 m

20 m

? m

Page 31: 10 pt

31

24 m

12 m

14 m

12 m

20 m

8 m

John needs12 + 20 + 24 + 14 + 12 + 8 = 88 meters of fencing

Page 32: 10 pt

32

John painted a picture that had an area of 50 in². What is the amount of area around the picture that is not painted?

12 in

10 in

Page 33: 10 pt

33

The area around the picture is AREA = 12 x 10 = 120 in².Since the picture is 50 in². Subtract 50 from 120 to find the area that is not painted.120 – 50 = 70 in²

12 in

10 in

50 in²

120 in²

Page 34: 10 pt

34

Tom painted a large triangle on his wall.What is the area of the triangle?

9 ft

15 ft

Area = (b x h ÷ 2) or Area = ½ (bxh)

Page 35: 10 pt

35

Tom will paint 65.5 ft²AREA = (b x h ÷ 2) (15 x 9 ÷ 2) (135 ÷ 2) = 67.5 ft²

9 ft

15 ft

Page 36: 10 pt

36

Marty made a birdhouse, the front of the birdhouse was the shape of a triangle. What is the area of the door opening of the birdhouse? Let ∏ = 3.14

radius = 6 in

Area = ∏r²

Page 37: 10 pt

37

Marty used the formulaAREA of Circle = ∏r² 3.14 x 6 x 6 113.04 in²

radius = 6 in

Area = ∏r²

Page 38: 10 pt

38

John wants to fix his backyard with grass seed? What is the area of his backyard if it looked like this? Use the following formula!

a = 10 ft

b = 15 ft

h = 12 ft

A = ½ (a + b)h

Page 39: 10 pt

39

a = 10 ft

b = 15 ft

h = 12 ft

A = ½ (a + b)h

A = ½ (10 + 15)x12 = ½ (150) x 12 = 75 x 12 = 900 ft²

Page 40: 10 pt

40

38 m

? m

24 m

20 m

31 m

? m

Find the area and perimeter of Johns new backyard

Page 41: 10 pt

41

38 m

18 m

24 m

20 m

31 m

7 m

Perimeter =20 + 31 +38 + 24 + 18 + 7 = 158 m

AREA = 38 x 24 = 912 m²

AREA = 20 x 7 = 140 m²

TOTAL AREA 912 + 140 = 1052 m²

Page 42: 10 pt

42

John wanted to fill a rectangle prism with sand for a paper weight. What is the volume of the container?

h = 5 mm

l = 3 mm

w = 2 mmVolume = l w h

Page 43: 10 pt

43

Volume = l x w x h = 3 x 2 x 5 = 30 mm³

h = 5 mm

l = 3 mm

w = 2 mm

Page 44: 10 pt

44

John wanted to create a dog pen that is 20 m³.

What are some of the possible dimensions of his dog pen?

b = ? m

h = ? m

Page 45: 10 pt

45

Possible dimensions for an area of 20 m³:1 x 20 20 x 12 x 10 10 x 24 x 5 5 x 4

b = ? m

h = ? m

Page 46: 10 pt

46

John wanted to make a picture frame that has a perimeter of 40 inches. If John wanted to make a square frame, what would the dimensions of the frame be?

Page 47: 10 pt

47

Since a square has 4 congruent sides all the lengths of the sides must be the same length. So divide the

perimeter by 4 to get the length of each side.

40 ÷ 4 = 10 in

So each side would measure 10 inches

10 in

10 in

10 in

10 in

Page 48: 10 pt

48

John wanted to ship a gift to his sister in California. The volume of the gift is 30 in³. Will the box he bought be the right size for the gift?

h = 2 in

l = 12 inw = 2 in

Page 49: 10 pt

49

h = 2 in

l = 12 inw = 2 in

Volume = l x w x h = 12 x 2 x 2 = 48 in³

Since the gift is 30 m³ and the box is 48 m³. The gift should fit in the box, because the volume of the gift is smaller than the box!

Page 50: 10 pt

50

Karen has rock that measures l = 50 cm, w = 8 cm and h = 20 cm. What is the volume of the following rock? Will the rock fit in a container that has a volume of 7500 cm³?

Page 51: 10 pt

51

If the rock measures l = 50 cm, w = 8 cm and h = 20 cm.

Volume of Rock = l x w h 50 x 8 x 20 8000 cm³

The rock will not fit into the container because the volume of the rock is larger than the container, 7500 cm³?