length
weight
capacity
Bonus
More practice
100

How many cm?

8.5 cm

100

What base do we measure weight in?

grams

100

What are the two most popular units of capacity that we use?

liters and milliliters

100

What are the units we use most when we measure length?


Hint: there are 4

km

m

cm

mm

100

3 kg = _____ g

3000

200

How many centimeters are in a meter?

100

200

What is about one gram heavy?

paper clip

200

If i had a 2-liter bottle of Mountain Dew and then drank 325 milliliters out of it, about how much Mountain Dew is left?

IT SAID ABOUT! 


2000 - 300 = 1700 ml of Mountain Dew left

200

What does the pre-fix Kilo mean?

1000
200

bookbag one = 2,301 g

bookbag two = 4,932 g

What is the best estimate for the mass of the bookbags combined?

7,000 g 

300

About how long in 9 football field back to back?

kilometer

300

If a book has a mass of 540 grams, how many kilograms it it?

.540 kg

300

What is the volume of the liquid?

32 ml

300

What does the pre-fix centi mean?

1/100  or one hundredth 

300

8.29 kg = ______ g

8290 g

400

Which stick is longer?

Stick 1 =  6,800mm

Stick 2 = 6.7 m

Stick 3 = 650 cm

Stick one

400


123 g

400

How much more water will need to be added until 25 ml?

6 ml

400

Name all the metric pre-fixes

Kilo Hecto Deca deci centi milli


400

29,150 mg = ___________ kg

.029150 kg

500

<img data-fr-image-pasted="true" src="data:image/png;base64,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

about 5 cm

500

How much does the mouse weigh?

75 g

500

Which is more? 2,150 ml or 2.09 L?

2,150 ml

500


47 g

500

What do you call the part where you measure liquid in a graduated cylinder?

the part the dips - the Meniscus