A plan of dollar amounts to be spent on long-term projects is called a Capital Budget.
<h3>What Is Capital Budgeting? </h3>
Capital budgeting is known to be a form of a business doings that is often done to examine potential major projects or any form of an investments.
Note that before a person does any business, it is good that they have the budgeted amount of money they are willing to spend as it is important before going into the business.
Hence, A plan of dollar amounts to be spent on long-term projects is called a Capital Budget.
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<span>In Florida the standard defined speed limit in a residential area is <em>30 </em>mph.
- Marlon Nunez</span>
The theory of plate tectonics cannot be used in explaining: the origin of the Earth's core.
<h3>What is a tectonic plate?</h3>
A tectonic plate is also known as lithospheric plate and it can be defined as an enormous, solid, irregularly shaped rock slab, that comprises two (2) plates:
- Continental plates
- Oceanic plates
<h3>The theory of plate tectonics.</h3>
The theory of plate tectonics states that the solid outer crust of planet Earth (lithosphere) is typically divided into enormous (massive) slabs of solid rock (plates) that move over the asthenosphere, including the upper portion of the mantle.
<h3>The uses of the theory of plate tectonics.</h3>
- It can be used to explain the presence of magnetic anomalies on the ocean floor.
- It can be used to explain the geographical distribution of earthquakes and volcanoes.
- It can be used to explain the presence of glacial deposits in tropical areas.
- It can be used to explain the origin of mountains.
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A cyclotomic field problem is used to determine and understand how all rational primes (q) split in the integers of the given cyclotomic field F = Q(ζN).
<h3>What is a
cyclotomic field?</h3>
A cyclotomic field can be defined as a number field that is typically obtained by adjoining the field of rational numbers with a complex root of unity to Q.
In number theory, a cyclotomic field problem is used to determine how all rational primes (q) split in the integers of the given cyclotomic field F = Q(ζN).
<u>Where:</u>
ζN is a root of unity of order N.
Furthermore, we can infer and logically deduce that a cyclotomic field is a very important mathematical expression which is used in number theory to analyze, depict, and understand how all rational primes (q) split in the integers.
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