5o calories
By eating Cheese!
ham and cheese
Yes, and the two points are located on the circumference of the circle
No. Unless the centrepoint of a circle is defined as a point of a circle.
An inscribed angle is an angle with its vertex on a circle and with sides that contain chords of the circle.
It is an inscribed angle.
TWO(2) ; Inside and Outside. Silly jokes appart officially, a circle has no sides.
A tangent to a circle can contain at most one chord, which is the line segment connecting two points on the circle that lies entirely within the circle. Since a tangent line only touches the circle at a single point and does not intersect it elsewhere, it cannot contain multiple chords. Therefore, regardless of how many points are on the circle, a tangent line can only be associated with one chord at that specific contact point.
There is a contradiction in the question. A circumscribed circle is the smallest circle that will contain the shape in question. For example, the circumcircle (circumscribing circle) of a triangle is the smallest one which will contain the triangle. However, the question refers to "within which the circle" which would imply an inscribed circle. This is the biggest circle that can be wholly enclosed within the shape in question. The two are obviously not the same and the question needs to be clear as to which one of the two is intended.
Yes. Some examples of formulas that contain pi (∏) are: (area of a circle) = ∏r2 (Circumfrance of a circle) = ∏d
It is a game. Players form a circle holding hands around someone who is chosen to be the farmer. The first verse is sung whilst people circle the farmer. When the verse stops the farmer makes a choice for a wife, The wife joins the farmer in the centre and makes her choice after circling and stopping at the end of the next verse...and so on until either the cheese or dog is selected or only one person is left to become the last character. If the cheese is the last character in the circle, the cheese then stands alone
59.7082 feet