Mathematics 6th grade
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6.1 Natural numbers7 Tópicos
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6.2 MMC and MDC6 Tópicos
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6.3 Fractions7 Tópicos
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6.4 Decimal numbers4 Tópicos
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6.5 Units of measurement7 Tópicos
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Units of length measurement 6th grade Course
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Units of Area Measurement 6th Grade Course
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Volume Units of Measurement 6th Grade Course
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Units of Measurement of Capacity 6th Year Course
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Units of mass measurements 6th grade Course
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Units of time measurements 6th grade Course
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Units of Mixed Time Measurements 6th Grade Course
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Units of length measurement 6th grade Course
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6.6 Plane geometry2 Tópicos
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6.7 Statistics2 Tópicos
Potentiation and rooting with natural numbers
Potentiation expresses a number in the form of power. When the same number is multiplied several times, we can replace it with a base (number that repeats) raised to an exponent (number of repetitions).
On the other hand, radiciation is the opposite operation of potentiation. By raising a number to the exponent and extracting its root, we return to the initial number.
Potentiation
Potentiation is the mathematical operation used to write very large numbers in a summarized way, where the multiplication of n equal factors that are repeated is made.

: Example: potentiation of natural numbers
3x3x3x3= 34 = 81
For this situation, we have: three (3) is the base, four (4) is the exponent, and the result of the operation is eighty-one (81).
Rooting
Radiciation calculates the number that raised to a given exponent produces the inverse result of potentiation.

Example: radiciation of natural numbers

For this situation, we have: two (2) is the index, sixteen (16) is the root, and the result of the operation is four (4) which is the root.
Respostas