Discuss course skills and concepts

Hi, I am looking for someone to write an article on course skills and concepts Paper must be at least 1500 words. Please, no plagiarized work! This force always seeks the center as it acts

They are directed at the center. If its force ceases to exist, the argument will move on a tangential path. It applies in the case of a planet going around the sun and electrons moving around the nucleus.

(2.4).&nbsp.&nbsp.&nbsp. Electrical force exerts pressure on one another. for like charges, the items will shift far apart, whereas unlike the order, articles attract each other. Gravitational force acts on particles because of their gravitational attraction to other particles.&nbsp.&nbsp.&nbsp.&nbsp.&nbsp.&nbsp.&nbsp.&nbsp.&nbsp.&nbsp.&nbsp.&nbsp.&nbsp.&nbsp.

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Magnetic force is either attraction or repulsion that occurs between electrically charged particles due to their motion.

eriodic time is inversely proportional to the frequency

(2.9).&nbsp.&nbsp.&nbsp. For a given speed of light, it is directly proportional to its wavelength at a constant frequency

(2.10). The given wavelength and frequency are inversely proportional. For an increased distance between peaks of a wave, the frequency will decrease with each flower passing through a fixed point.

(2.11). Work Joule(J),-K.E-Joules, P.E-Joules(J), Torque-Newton per meter(N-m).

(2.12). For an Ac, a capacitor circuit considers a capacitor that does not behave the same as a resistor. The resistor allows a flow of electrons through them directly proportional to the voltage drops. Capacitors oppose the change in voltage by applying current by charging at a rate proportional to the new voltage discharge. As electrons flow for a capacitor, the proportion is directly equal to the voltage change quality across the capacitor. The voltage opposed to changing generating another form known as reactance, which is precisely opposite to the kind inductors exhibit. Mathematically, the relation between the current through the capacitor and the voltage change rate across the capacitor becomes. I=de/dt this expression de/it is the amount of instantaneous change in voltage at a given time. Units for capacitance in farads, whereas the fast current (I) is in ampere. In this case, a pure capacitor voltage lags capacitors draft by 90ᶱ for a current that flows through a capacitor. It becomes a reaction against the voltage change that occurs across it. Thus, the instantaneous current becomes zero. For an instantaneous voltage, that is at peak whenever the immediate amount is at peak whenever the instantaneous voltage is at maximum. A voltage wave that is -90 out of phase with the current wave found.

 
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