Examples of great circles include the Equator, all lines of longitude, the line that divides the earth into day and night called the circle of illumination , and the plane of ecliptic, which divides the earth into equal halves along the equator. Small circles are circles that cut the earth, but not into equal halves. Examples of small circles include all lines of latitude except the equator, the Tropical of Cancer, Tropic of Capricorn, the Arctic Circle, and Antarctic Circle. Jan 23, 2020 · A great circle is defined as any circle drawn on a globe (or another sphere) with a center that includes the center of the globe. Thus, a great circle divides the globe into two equal halves. Since they must follow the circumference of the Earth to divide it, great circles are about 40,000 kilometers (24,854 miles) in length along meridians. A) a small circle B) a line of equal longitude C) a great circle D) a prime meridian Answer: C 15) The inductive method of reasoning used by earth scientists to discern patterns in nature involves reasoning from The shortest distance between two points on the surface of a sphere is a piece of the great circle on which both points lie. A "small circle" is any circle on the sphere that's not a 'great'... 25 A stone is tied to a string and whirled in a vertical circle at a radius. Which of the following cannot be true? A The string is most likely to break at the bottom of the circle. B The tension force is the same everywhere in the circle. C The tension force and the weight of the stone always affect the centripetal force. A circle is the set of all points a given distance from a given point. The given point is termed the "center" of the circle. A circle is the set of all points a given distance from a given point. The given point is termed the "center" of the circle. Using the area to find the circumference of a circle is slightly more complex. First you must find the radius, then the diameter and then the circumference.If you know that the area inside a circle is equal to 153.86 square inches, use the following equation to find the radius: A = π(r x r). I recently saw a graphical derivation of the area of a circle. Let's say you start with a circle and break it into 4 wedges. The area of the 4 wedges should be the area of the circle (since that's ... B - .img-circle C - .img-thumbnail D - None of the above. Q 11 - Which of the following bootstrap style of image makes the entire image round by adding border-radius:500px? A - .img-rounded B - .img-circle C - .img-thumbnail D - None of the above. Q 12 - Which of the following bootstrap style of image adds a bit of padding and a gray border? A ... Dec 27, 2019 · Click here👆to get an answer to your question ️ Which of the following particle will describe the smallest circle when projected with same velocity perpendicular to magnetic field? The inverse of a circle which passes through the center of the inversion is a line which doesn't pass through the center and vice-versa. The inverse of a line which passes through the origin is the line itself. In the following image, the red and green circles are inverses with respect to the grey circle. 25 A stone is tied to a string and whirled in a vertical circle at a radius. Which of the following cannot be true? A The string is most likely to break at the bottom of the circle. B The tension force is the same everywhere in the circle. C The tension force and the weight of the stone always affect the centripetal force. F) Now rotate the bisector point and the intersection point of the two lines to a common great circle and draw and label that great circle.. That great circle is the bisecting plane. Its strike and dip is _____ . G) On a new sheet of paper plot the following two lines. 220 20 and 352 45. Label each one clearly.