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Q: What angle would Eratosthenes have measured had earth been flat?
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Eratosthenes is an ancient astronomerhe has successfully calculated the circumference of the?

I believe that would be the Earth.


How would an acute angle measured with a projector?

90 degree


What is the opposite side of a reflex angle?

A reflex angle is one that is more than 180 degrees but less than 360 degrees. If the reflex angle measured 190 degrees, then there would be a 170 degree, or obtuse, angle opposite it. If the reflex angle measured 270 degrees, then there would be a 90 degree, or right, angle opposite it. If the reflex angle measured 300 degrees, then there would be a 60 degree, or acute, angle opposite it. It helps to draw or picture these angles as sectors of a circle.


How do you find out radius of earth?

The Greek mathematician and astronomer Eratosthenes calculated this in 200 B.C.. He knew that on a particular day in Syene, the sun would be directly overhead. He set up a stick in Alexandria 5,000 stadia away (800-900 kilometres) on this day, and measured the angle of the shadow that the sun formed at midday. He measured this to be 7.2°. He deduced that this is the same angle from the Earth's centre that the distance between the two cities represents. Since there are 360° in a circle, he worked out that 5,000 stadia is one-fiftieth of the circumference of the Earth. He therefore suggested the value of 250,000 stadia (40,000-46,000km). Astronomers recently measured it using satellite equipment and submitted the figure of 40,008 km. From this, using the geometry of circles, he could calculate the Earth's radius: Pretty good for a man who lived 2,200 years ago who only used only a stick!


If an angle measures over 90 degrees what is its complement?

obtuse angle * * * * * The complement of an angle greater than 90 degrees is not an obtuse angle! It would be a negative angle, whose measure would be 90 minus the angle whose complement you require. This would only make sense if the direction in which the angles were measured were fixed. For example bearings, which are always measured in the clockwise direction.


How would you convert an angle in degrees to angle in radians?

Divide the angle measured in degrees by (180/pi). Alternatively, multiply by (pi/180).


How do you find the complement of an angle that is over 90 degrees?

It would be a negative angle, whose measure would be 90 minus the angle whose complement you require. This would only make sense if the direction in which the angles were measured were fixed. For example bearings, which are always measured in the clockwise direction.


What angle measures 145 degrees?

An angle that measured 145 degrees would be considered an "obtuse" angle because its measurement exceeds 90 degrees. Anything below 90 degrees would be considered an "acute" angle.


What is the angle between the star Aldebaran and the earth?

Between two points - like a star and Earth - you would have a line, not an angle. Angles may be indicated between two stars - that is, the angle would be star 1 - Earth - star 2.


What Greek astronomer used observations of the Sun's position at noon on the summer solstice at Alexandria and Syene to determine the circumference of the Earth?

Eratosthenes, a Greek astronomer and mathematician, used the difference in the Sun's position at noon on the summer solstice at Alexandria and Syene to estimate the Earth's circumference in the 3rd century BCE. By measuring the angles of shadows cast by sticks in the ground at each location, he calculated the Earth's circumference to be approximately 39,375 kilometers.


What angle is 199?

An angle that is measured at 199 degrees would be considered an "Obtuse" angle. This is because the degrees measurement exceeds 90. Anything below 90 would be considered acute.


How eratosthenes calculated the size of the earth?

At noon, on the summer solstice, there is a well in Syene where the sunlight shines straight down to the bottom. Upon witnessing this, Eratosthenes waited until the solstice came again and measured the angle of the shadow cast into a well in Alexandria. This told him the difference in angle between the two cities along a curve, and he already knew the distance (in stadia). Associating the two, he multiplied the distance enough to equal 360 degrees. This was the circumference of the Earth. He was actually slightly off, because the Earth isn't a perfect sphere and Alexandria isn't perfectly north of Syene, but he was amazingly close.