Carpenters, architects, engineers or any field which would ever need to build or design a physical object.
It is a basic skill that EVERYONE with a technical job should know.
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Oh, dude, jobs that use circumference are like, anything where you need to measure around a circle or a round object. You know, jobs like construction, engineering, architecture, and even baking. Basically, if you need to know how big around something is, you'll be dealing with circumference.
Jobs that use circumference include engineers who design structures such as bridges and tunnels, architects who plan building layouts, and surveyors who measure land and property boundaries. Additionally, professionals in fields such as manufacturing, construction, and landscaping may also use circumference in their work to calculate material quantities, dimensions, and project specifications. Understanding circumference is essential for accurate measurements and calculations in various industries.
Well honey, any job that involves measuring or designing round things like wheels, pipes, or even pizzas will use circumference. So, you're looking at professions like engineers, architects, tailors, and bakers who need to whip out that math skill to calculate how far around something is. Just remember, knowing your way around circumference can really come in handy in more jobs than you might think!
There is a constant relationship between the radius of a circle and its circumference. This is expressed in a formula.
If the diameter is 18, then the circumference is d*pi or 18pi. 18pi=56.52 if you use 3.14 as pi.
Well, isn't that a happy little question! To find the diameter of a circle when you know the circumference, you can use the formula: diameter = circumference / π. So, for a circumference of 47.1cm, the diameter would be 47.1 / π ≈ 15cm. Just imagine that circle coming to life on your canvas, bringing joy and balance to your painting.
The circumference and area of a circle, with radius r is: circumference = 2*pi*r and area = pi*r2 Use the first to calculate r and then the second to calculate the area.
What is the approximate circumference of a circle with a diameter of 500 kilometers? Use π ≈ 3.14.