# A battery delivers 10 joules of energy to move 5 coulumbs of charge. What is the electromotive force between the terminals of the battery?

The electromotive force (EMF) between the terminals of a battery is defined as the energy released by each coulomb of charge passing through it. In other words, EMF is the voltages generated by the battery that enables current to flow in an electrical circuit. Thus, when 10 joules of energy is delivered to move 5 coulombs of charge through a battery, we can calculate its electromotive force with the following equation:

EMF = Energy/Charge (in Joules per Coulombs or J/C).

Therefore, in this case EMF = 10 Joules / 5 Coulombs = 2 Volts.

This means that if there were two terminals on either side of this hypothetical battery, then connecting them together would result in a voltage potential difference between them equal to 2 volts. This potential difference would enable electrons to flow from one terminal to another and constitute an electrical current. The amount of electrical current flowing through such a circuit depends on how much resistance there is within it – for example, if no resistors are connected then maximum current will flow until all available power has been used up; alternatively higher resistance means less current will be able to flow for any given amount of EMF applied across its terminals.

## A battery delivers 10 joules of energy to move 5 coulumbs of charge. What is the electromotive force between the terminals of the battery?

In other words, higher resistance reduces electron movement and thus decreases the overall power efficiency and effectiveness at which work can be done even though more voltage may have initially been applied across them – making this concept particularly important when designing circuits requiring precise amounts or types of currents or specific operational requirements such as those found in electronic devices like computers or mobile phones today! Moreover this understanding can also help us better understand some natural physical phenomena like lightning bolts where huge amounts electricity surge briefly through air molecules creating visible sparks before dissipating rapidly back into nothingness; they too are governed by similar principles described here but on much larger scales than normally encountered everyday life situations (e.g., millions rather than tens/hundreds volts).

Ultimately though it’s clear that any time you want an electric current between two points there must first exist some kind of potential difference capable generating sufficient EMFs which when combined with suitable conductors allows electrons migrate from one point another as desired – without these components none our modern technological gadgets wouldn’t function as we expect them too nor could harness nature’s powerful forces around us make use their immense capabilities!

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