Units of measurement

Overview:

In this article we will learn what units of measurement are, we will know their different types and we will see examples. At the end of the article you will be able to find a table that concentrates all the units of measure.

A1 - Units of measurement

Table of contents:

With the units of measurement we measure different things or aspects. We will come across them every time we want to quantify something. For example, with measures such as meters and kilometers we can measure length. With measures such as gram, kilogram and ton we can measure weight.

For us the most important measurements are those of the following items:

Length measurements (With units such as the following: centimeter, meter, kilometer).

Measures of weight (With units such as gram, kilogram)

Measures of time (with units such as second, minute, hour)

Monetary measures (with units of the type cent, peso, cent, dollar)

Area measures (With units of the type square centimeter, square meter)

Volume measures (With units of type cubic centimeter, cubic meter, liter)

Practice Units of Measurement

Examples with solutions for Units of Measurement

Exercise #1

8km2=?m2 8km^2=?m^2

Video Solution

Step-by-Step Solution

It's important to remember that in one kilometer there are 1000 meters.

Therefore, if there are 8 kilometers, it means there are 8*1000 meters -

8000 meters.

Answer

8000m2 8000m^2

Exercise #2

0.18 $ = centavos

Video Solution

Step-by-Step Solution

To answer, you need to understand that one shekel is actually 100 agorot.

Therefore, one agora is 0.01 NIS.

0.18 NIS, therefore, is 18 agorot.

You can also arrive at this by calculation, if we multiply by 100.

0.18*100=18

Answer

18 18

Exercise #3

7.8T=?kg 7.8T=?kg

Video Solution

Step-by-Step Solution

The letter T indicates a metric tonne,

One tonne is equivalent to one thousand kilograms,

Therefore, in 7.8 tons there are

1000*7.8 = 7800 kg

Answer

7800 7800

Exercise #4

555×200kg=?T \frac{55}{5}\times200\operatorname{kg}=?T

Video Solution

Step-by-Step Solution

First, let's get rid of the fraction:

555=11 \frac{55}{5}=11

Now we have:

11×200kg 11\times200kg

Let's calculate and we get:

2200kg 2200kg

Note that we need the answer in tons, so:

T=1000kg T=1000kg

2200kg1000=2.2T \frac{2200kg}{1000}=2.2T

Answer

2.2

Exercise #5

xm=?km x_m=?km

Video Solution

Step-by-Step Solution

In one kilometer there are 1000 meters,

therefore one meter is one-thousandth of a kilometer.

Answer

x1000 \frac{x}{1000}

Exercise #6

5cm=?mm 5cm=?mm

Video Solution

Answer

50 50

Exercise #7

7m=?cm 7m=?cm

Video Solution

Answer

700 700

Exercise #8

5000cm=?km 5000cm=?km

Video Solution

Answer

0.005 0.005

Exercise #9

5cm=?mm 5cm=?mm

Video Solution

Answer

50 50

Exercise #10

7m=?cm 7m=?cm

Video Solution

Answer

700 700

Exercise #11

12cm=?dm 12cm=?dm

Video Solution

Answer

1.2 1.2

Exercise #12

0.5m=?cm 0.5m=?cm

Video Solution

Answer

50 50

Exercise #13

15km=?m \frac{1}{5}km=?m

Video Solution

Answer

200 200

Exercise #14

0.6km=?cm 0.6km=?cm

Video Solution

Answer

60,000 60,000

Exercise #15

7kg=?gr 7kg=?gr

Video Solution

Answer

7000 7000