Examples of 17th Parallel in the following topics:
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- A parabola is a conic section created from the intersection of a right circular conical surface and a plane parallel to a generating straight line of that surface.
- The parabolic trajectory of projectiles was discovered experimentally in the 17th century by Galileo, who performed experiments with balls rolling on inclined planes.
- Conversely, a parabolic reflector can collimate light from a point source at the focus into a parallel beam.
- This principle was applied to telescopes in the 17th century.
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- As Galileo Galilei observed in 17th century, if a ship is moving relative to the shore at velocity $v$, and a fly is moving with velocity $u$ as measured on the ship, calculating the velocity of the fly as measured on the shore is what is meant by the addition of the velocities $v$ and $u$.
- Using a Michelson interferometer, Hyppolite Fizeau measured the speed of light in a fluid moving parallel to the light in 1851 .
- A light ray emanating from the source S' is reflected by a beam splitter G and is collimated into a parallel beam by lens L.
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- Like any other form of electrical circuitry device, capacitors can be used in series and/or in parallel within circuits.
- It is possible for a circuit to contain capacitors that are both in series and in parallel.
- However, these are both in parallel with C3.
- This image depicts capacitors C1, C2, and so on until Cn in parallel.
- Calculate the total capacitance for the capacitors connected in series and in parallel
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- Resistors in a circuit can be connected in series or in parallel.
- Therefore, for every circuit with $n$ number or resistors connected in parallel,
- $R_{n \;(parallel)} = \frac{1}{R_1} + \frac{1}{R_2} + \frac{1}{R_3} ... + \frac{1}{R_n}.$
- Three resistors connected in parallel to a battery and the equivalent single or parallel resistance.
- Calculate the total resistance in the circuit with resistors connected in parallel
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- But what is parallelism?
- Parallel: We can pay with a mark, a yen, a buck, or a pound.
- Parallel: This is a time not for words but for action.
- In some instances, you must figure out which parts of the sentence are parallel in meaning before making them parallel in structure.
- The title sentence is a non-parallel statement.
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- Soon after, the allies built their first parallel (earthworks to support a siege) and began the bombardment of British forces.
- Following these successes, the allies were able to complete their second parallel.
- With the American artillery closing in, the British situation began to deteriorate rapidly, and Cornwallis asked for terms of capitulation on the 17th.
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- A combination circuit can be broken up into similar parts that are either series or parallel.
- In that case, wire resistance is in series with other resistances that are in parallel.
- In the initial image, the two circled sections show resistors that are in parallel.
- The next step shows that the circled two resistors are in parallel.
- This combination of seven resistors has both series and parallel parts.
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- The anatomical arrangement of skeletal muscle fascicles can be described as parallel, convergent, pennate, or sphincter.
- Parallel muscles are characterized by fascicles that run parallel to one another, and contraction of these muscle groups acts as an extension of the contraction of a single muscle fiber.
- Parallel muscles can be divided into fusiform and non-fusiform types based on their shape.
- The biceps brachii is an example of a fusiform parallel muscle, and is responsible for flexing the forearm.
- Fascicles pull on the tendon at an angle, thus not moving as far at the parallel muscles during a contraction.
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- Repetition and parallelism can add clarity and dramatic punch to your speech.
- Parallelism is an especially effective technique to provide structure, order, and balance in your speech, in addition to clarifying your argument.
- Parallelism works the same way but without rote repetition of words or ideas and instead constructs them from similar examples.
- Parallelism is a very effective way to break up your use of repetition by laying out many different ways of expressing the same thought or idea.
- See below how parallelism was used in these two speakers:
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- Two lines in a plane that do not intersect or touch at a point are called parallel lines.
- The parallel symbol is $\parallel$.
- For example, given two lines: $f(x)=m_{1}x+b_{1}$and $g(x)=m_{2}x+b_{2}$, writing $f(x)$ $\parallel$ $g(x)$ states that the two lines are parallel to each other.
- In 2D, two lines are parallel if they have the same slope.
- Given two parallel lines $f(x)$ and $g(x)$, the following is true: