The beauty of timing- Just like with “karma” people will say there is “good timing” and then label other situations and events as having “bad timing.”Īnd just like with the illusion of “karma” this is not true, it’s how we perceive it. The other part of this has to do with the timing of these situations that occur. I find this to be fascinating because it applies to every person in the world, in one way or the other. How many people do you know in your own life who were in your life and then for some reason dropped out, and then resurfaced years later, but they have completely changed from the way they “used” to be? How many people have you known who were in your life at some point, who may have criticized you, then all of a sudden appear a number of years later and then praise you.
This plays very much into your life coming full circle. So your circle of influence is always changing in one way or the other. They can also go out of your life and stay out as well. As you go through your life’s journey people will come into and go out of your life.Īlong with this people can come into, go out of, and then come back into your life. Of course this can and does change over time. Your circle of influence- The people you associate with in your life is your circle of influence. It may appear that way on the outside but in actuality those people, who contribute to both your life and you coming full circle in your life, never left.Ģ. In fact, in many ways they never left to begin with. Those people, places, and events, especially the people, who come into, go out of, and then back into your life does not happen by accident. So, the circumference of the circle is 31.4 mm.Because when it comes to your life coming full circle, in essence it is and has already been functioning in this mode of coming full circle. What is the circumference of a circle whose area is 78.5 mm 2? It is possible to calculate the area of a circle given its circumference.įind the area of a circle whose circumference is 25.12 cm. Area of a circle using the circumferenceĪs we already know, the circumference of a circle is the distance around a circle. Thus, the diameter of the circle will be 14.1 m. Therefore, the dimensions of the square plate will be 17.72 cm by 17.72 cm.įind the diameter of a circle with an area of 156 m 2. Find the dimensions of a square plate that will have the same area as the circular plate.Įquate the area of the circle to the area of the squareįind the square root of both sides to get,
The diameter of a circular plate is 20 cm. So, the area of the circle with a diameter of 6 inches is 28.26 square inches.Ĭalculate the area of a dinner plate, which has a diameter of 10 cm. When the diameter of a circle is known, the area of the circle is given by,įind the area of a circle with a diameter of 6 inches. Therefore, the area of the sprinkled lawn is 314 sq. Lawn sprinkler sprays water 10 feet in every direction as it rotates. Since the radius cannot have a negative value, we take positive 9 as the correct answer. The area of a circle is 254.34 square yards. Let’s get a better understanding of this formula by working out a few example problems.įind the area of a circle whose radius is 15 mm.Ĭalculate the area of the circle shown below. Pi (π) = 22/7 or 3.14 and r = the radius of a circle.
Given the radius of a circle, the formula for calculating the area of a circle states that: Let us discuss these formulas for finding the area of a circle. These formulas are applied depending on the information you are given. The area of a circle can be calculated using three formulas. We can measure the area of a circle in m 2, km 2, in 2, mm 2, etc. Then, the total number of full squares located inside the circle represents the area of the circle. In simple words, the area of a circle is the total number of square units inside that circle.įor example, if you draw squares of dimensions 1cm by 1cm inside a circle. The area of the circle is the measure of the space or region enclosed inside the circle. In this article, you will learn the area of a circle and the formulas for calculating the area of a circle. To recall, the area is the region that occupied the shape in a two-dimensional plane.