If using different units of measure in mathematical calculations, you will probably come up with an answer you didn't expect. Different units do not add up. You can not add inches to meters and get something in units of inches or meters. If you want to add quantities together, you need to convert them to the same units. When multiplying or dividing; however, you can do so with different units. For instance, you can multiply newtons (force) by meters (length) and get "newton meters" which is a unit of torque. When doing so just with units of measure, you'd come up with something you might not be able to use very easily. Multiplying a length in feet by a width in meters would yield an area in "foot meters", and I doubt you'd ever use that type of unit.
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Using different units of measure can lead to confusion, miscalculation, or incorrect interpretation of data. It is important to always ensure that units are consistent and properly converted when necessary to accurately communicate information and perform calculations. Failure to do so can result in errors and inaccuracies in analysis or decision making.
it's just another sunday, on your tired old street. you wanna go for a ride. no sleep till Canada. what's this? a speed limit of 100? all right! you floor it. sweet freedom at last. you don't hear the sirens because you've smashed into a tree.
let's never drink again.
... and we never did.
There are many situations where this can cause confusion. In buildings and architecture this could result in the wrong things getting built.
You would use kilograms (kg) to measure someone's mass in metric units.
I would measure it in maters
Yes
Millimetres
Millimeters.