As we have been learning, everything in maths that relates to the ‘real world’ has units. If there is a point to it there are units attached to it. The units that we use are particular to what we are measuring. Being able to measure reasonably and correctly, whether that is lengths, volumes, mass or even the number of people at an event revolves around being able use the correct and most appropriate units.
The units we need to know about formally are
LENGTH/DISTANCE --> mm, cm, m, km
AREA --> mm2 , cm2, m2, km2
VOLUME --> mm3, cm3, m3, km3
CAPACITY --> mL, L, kL, ML
WEIGHT (actually called MASS) --> mg, g, kg, metric ton
TIME --> seconds, mins, hrs, days, weeks, months, years
One way we can identify the most appropriate unit is to find items or objects you are familiar with and know their approximate lengths or weights or volumes.
Choose: Which is the most appropriate unit to measure the length of a pencil? millimetres, centimetres or metres.
Think: Think about lengths that I know. I know:
that my pencil leads are measured in millimetres
that my phone is about $15$15 cm long and
that my height is about $1.6$1.6 m
I would connect the length of a pencil to being closest to my phone, rather than my pencil lead or my height.
Do: I will say that centimetres is the most appropriate unit to measure a pencil.
Choose the most appropriate unit of measure for the height of a tree.
Choose the most appropriate unit of measure for the area spanned by a bathroom wall.
Which of the following objects' volumes are usually measured in cubic centimetres?
Select all that apply.
Use appropriate scales, devices, and metric units for length, area, volume and capacity, weight (mass), temperature, angle, and time