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What is an imaginary line that follows the curve of the earth?
An imaginary line that follows the curve of the Earth is called a great circle. It represents the shortest distance between two points on the Earth's surface and is often used in navigation and mapping.
What is the curve of water called?
The curve of water is called a meniscus, which is typically visible in containers due to surface tension. Meniscus occurs when the water molecules are attracted to the surface of the container, causing the water to curve up or down at the edges.
Where a streambed curves deposition occurs in the middle?
In a streambed, the water flow slows down on the inner curve of the curve due to centrifugal force, causing sediment to settle out and deposit in that area. This leads to the formation of point bars or inner banks along the curve of the streambed.
What does the soil curve look like?
The soil curve, also known as the soil moisture characteristic curve, typically shows the relationship between soil water content and soil suction (or tension). It generally shows that as soil suction increases, soil water content decreases. The curve can vary depending on soil type and compaction.
How high do you have to be in order to see the curve of the Earth?
In order to see the curve of the Earth, you would need to be at an altitude of at least 35,000 feet, which is roughly the cruising altitude of commercial airplanes.
What is an imaginary line that follows the curve of the earth?
An imaginary line that follows the curve of the Earth is called a great circle. It represents the shortest distance between two points on the Earth's surface and is often used in navigation and mapping.
A imaginary line that follows the curve of the earth the shortest distance between two points on a globe?
... is called a Great Circle arc.
What is the imaginary line that follows the curve of earth?
it is the ORBIT, I think...
Explain about the effect of the time constant RC in envelope detector?
The circuit that generates signal having the shape like imaginary curve is called an envelope detector. The effect of the time constant RC in envelope detector is that the output follows the input curve and the circuit performs like a demodulator.
What call center software has the shortest learning curve?
The call center software that has the shortest learning curve is Five9, they have also processed over 4,093,014,146 calls since they first started their business, which was in 2001.
What is power curve?
A power curve is an important curve used in aviation. It is the curve of form and induced drag interacting with airspeed. This curve shows pilots that they must give additional thrust as speed decreases to maintain airspeed when airspeed is below a certain point.
How can the shortest distance between two points be a curve?
Actually, this turns out to be more of a debate than you might think. Historically, most of us were taught the shortest distance between two points is a straight line; that is a principle of Euclid's geometry. But not everyone agrees with Euclid, and there are other types of geometry. For example, because the Earth is a sphere, and not flat as distance maps portray it, that is why some scientists say that the shortest distance is actually a sphere or a curve (in other words, the distance would be measured by following the Earth's contours).
Linear demand curve diagram?
A Linear Demand Curve Diagram is a diagram that shows how an object or person is shown from youngest to oldest or tallest to shortest
Is a car that follows a gentle curve in the road an example of acceleration?
If the vehicle is gaining speed on that gentle curve, yes. Otherwise, no.
What does the curve to the right show about radioactive decay?
The curve to the right shows that radioactive decay follows an exponential decrease over time.
What are three type of non linear function?
Curve Parabola Hyperbola There are loads more if you go into imaginary numbers
What is the shortest distance between a straight line and a curve?
If you translate (move without rotation) a copy of the line towards the curve, the first point where the line touches the curve (the tangent to the curve with the slope of the original line) will be the point on the curve closest to the line. Draw a connecting line from this tangent point to the original line, intersecting that original line at right angles. Measure the connecting segment. It is the shortest distance. Vector analysis will give a mathematically strict solution, I do not have the ability to explain this in sufficient detail.
