What is the difference between exponent and power???
Answers
Answered by
7
MAIN MEANING
The difference between exponent and power can be drawn clearly on the following grounds: Quantity, describing the power to which base number is raised, is known as the exponent. The product of continuous multiplication of the same base number is called power.
BASIS FOR COMPARISON EXPONENT POWER
Meaning
Exponent means a quantity, describing the power to which base number is raised.
Power implies the product of continuous multiplication of the same base number.
Represents
Exponents : The number of times, the base number are to be multiplied together.
Power : It represents two things, i.e. base number and exponent.
In context|mathematics|language terms
the difference between exponent and power is that exponent is (mathematics) the power to which a number, symbol or expression is to be raised for example, the 3 in x 3 while power is (mathematics) a product of equal factors notation and usage: x''''n'', read as "''x'' to the power of ''n''" or "''x'' to the ''n''th power", denotes ''x'' × ''x'' × ''x'', in which ''x'' appears ''n'' times, where ''n is called the exponent; the definition is extended to non-integer and complex exponents.
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The difference between exponent and power can be drawn clearly on the following grounds: Quantity, describing the power to which base number is raised, is known as the exponent. The product of continuous multiplication of the same base number is called power.
BASIS FOR COMPARISON EXPONENT POWER
Meaning
Exponent means a quantity, describing the power to which base number is raised.
Power implies the product of continuous multiplication of the same base number.
Represents
Exponents : The number of times, the base number are to be multiplied together.
Power : It represents two things, i.e. base number and exponent.
In context|mathematics|language terms
the difference between exponent and power is that exponent is (mathematics) the power to which a number, symbol or expression is to be raised for example, the 3 in x 3 while power is (mathematics) a product of equal factors notation and usage: x''''n'', read as "''x'' to the power of ''n''" or "''x'' to the ''n''th power", denotes ''x'' × ''x'' × ''x'', in which ''x'' appears ''n'' times, where ''n is called the exponent; the definition is extended to non-integer and complex exponents.
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Answered by
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The base number and the exponent are the basic elements of the power, wherein the base number is the number that is multiplied by itself and exponent is the number of times base number is multiplied. Power is nothing but a number expressed with the help of exponent.
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