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To make internal business decisions about current and future Service offerings;. I feel terrible when she asks me for help. I try to help but truthfully she is ahead of me in the math dept.
I see those symbols and letters like the m and my brain just freezes up. Thanks so much for helping us both! Smartandfun - Thanks for your question. I think I can help both you and your daughter. First, let's talk about Area.
The Area of anything circle, square, triangle, etc. For example, a square where each side is 2inches has a perimeter distance around of 8inches and an area of 4inches squared. In example 4 the "m" simply represents the units i. It is "m squared" since the I don't know the type of measurement units for your daughter's specific math problem, but whatever it is,those units would also squared.
But let's not get hung up on the units. What we know is that the Area of the circle is If you look at the equations for the Area of a circle and the Circumference of a circle, they both have r radius in them. So if we could figure out the radius of the circle knowing the Area, then we could plug the radius of the circle into the Circumference equation in order to find the circumference.
Now that we know the radius of the circle is 8 units we can substitute 8 for r into the circumference equation as follows:. Therefore, a circle with an Area of I am trying to help my 7th grade daughter learn how to figure the circumference of a circle when all that is known is the area, but I'm the blind leading the blind, LOL. I'm looking at the last example, and I am not understanding at all.
The example you give has an area of What do we do if the area in her question is not m or squared? What does the m stand for? The area in her question is How does that plug into the formula? I do not get it at all! Fizzywoz - If you look at examples 1- 4 at the end of the article you can see how numbers are plugged into the equation.
You will usually just plug in a known radius into the equation to figure out the circumference or you may plug in a known circumference to determine the radius. Let me know if you have any other questions. I appreciate your feedback. You havn't really explained what you do in the equations if you could just do that this article would be even more helpful: When my kids would tell me they weren't going to need the math that was being forced upon them, I always told them they were right.
They probably never were going to need that exact math, but the value for most kids is in the exercise it gives their brains. Most colleges like to see years of high school math so most kids have no choice but to find their way through it. No skating allowed anymore. The times they are a-changin'. I didn't need this stuff!
But in California, you have to pass English and math to graduate. I would have flunked the math for sure! I'm glad you remember Arlene, afterall you never know when you might need to figure out the circumference of something when you only know its radius.
I think this is what makes frustrated math students ask, "when am I ever going to need this? A good attitude, as you put it, definitely helps when learning math. I think sometimes the pace in high school is too fast for some kids, especially when it is their first time ever learning some of these concepts. Of all math forms, geometry is the one that I have found most useful in my everyday life. These are little skills that we need to be reminded of from time to time.
It also helps that I understand the importance of math and have a better attitude towards it now than I did when I was in high school! Voted up and useful. Other product and company names shown may be trademarks of their respective owners. HubPages and Hubbers authors may earn revenue on this page based on affiliate relationships and advertisements with partners including Amazon, Google, and others.
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The equation for the circumference of a circle can be written in two ways: Modern Day Uses for Circumference Did you know that the circumference of the Earth was first calculated more than years ago by the Greek mathematician, Eratosthenes?
The distance from the center of a circle to an edge Radii: The plural for radius. The distance from one edge of a circle to another edge going through the center. The distance around a circle; the perimeter of a circle. Tip If you have trouble remembering geometry terms, it helps to think of other words from the same root with which you may be more familiar.
Circus - from the root circum usually held in a circular arena Circle - from the root circum a round shape Circumvent - to go around or bypass; to avoid Circumstances - conditions surrounding and event Circumnavigate - to fly or sail around. Circumference Check out 4 common types of geometry homework problems and solutions involving the circumference of circles. Find the circumference of a circle with a radius of 20 cm. A circle with a diameter of 20 cm.
Find the circumference of a circle with a diameter of 36 in. The circumference of a circle with a diameter of 36 in. A circle with a circumference of ft.
The circumference of a circle is the distance around the circle. C = π (2r) = 2 πr. The area is the number of square units inside the circle. A = πd2/4.
Radius, Diameter, and Circumference. Download Yup and get help from an expert math tutor 24/7. Share this: Click to share on Twitter (Opens in new window) Click to share on Facebook (Opens in new window) Click to share on Google+ (Opens in new window) Powered by cooldup4kg.gq Post to.
Homework: Radius, Diameter, and Circumference of circles. Homework: Area of Circles. 5. Find the perimeter of the semicircle. Let Tt 17 in 4. Consider the diagram of a semicircle shown. b. c. Explain in words how to determine the perimeter of a semicircle. Circumference Homework Help. circumference homework help The circumference of a circle is the distance around the circle. C = π (2r) = 2 πr. The area is the number of square units inside the circle.
Feb 07, · The circumference = Find the radius. Can someone explain to me how to do this in detail please. I know the basic concept of the circumference = 2 π R but I'm not sure how to go backwards from the circumference back to the radius. Any help would be appreciated and 10 pts will be awarded to the best answer. Thanks in cooldup4kg.gq: Resolved. phd thesis on network security Homework Help For Circumference how to write an essay on a book do my assignment melbourne.