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to the exponent x vs that is raised to the exponent

Both phrases are correct, but they are used in different contexts. 'To the exponent x' is commonly used in mathematical expressions to indicate raising a number to a specific power, while 'that is raised to the exponent' is a more descriptive way to explain the concept of exponentiation.

Last updated: March 15, 2024 • 859 views

to the exponent x

This phrase is correct and commonly used in mathematical contexts to indicate raising a number to a specific power.

This phrase is used in mathematical expressions to indicate that a number is being raised to a specific power, denoted by the variable x.

Examples:

  • 2 to the exponent 3 equals 8.
  • x to the exponent 2 is written as x^2.
  • Mar 21, 2011 ... ... outside factors, we are subtracting 1 from our variable x in the exponent AND we are adding 3 to our base after we raise it to the exponent x ...
  • The function E(x) = bx asks for the value y that results when b is raised to the exponent x . The function L(x) = logb x asks for the exponent y for which by results ...
  • We know this because for any exponential function (a/b), you have to raise both a and b to the exponent x, and in this case, because a = 1, it will always stay 1, ...
  • For what values of x is 2 to the exponent x greater than x squared? Hi John,. I would first try to solve 2x = x2. Two solutions are x = 2 and x = 4 and a plot of the  ...

Alternatives:

  • raised to the power of x
  • to the power of x
  • to the xth power
  • to the x exponent
  • to the x power

that is raised to the exponent

This phrase is correct and can be used to provide a more descriptive explanation of the concept of exponentiation.

This phrase can be used to explain the concept of raising a number to a specific power, providing a more detailed description of the operation.

Examples:

  • The number 2, that is raised to the exponent 3, equals 8.
  • The variable x, that is raised to the exponent 2, is denoted as x^2.
  • as the one that is raised to the exponent 1 (or to any other fixed exponent, for that matter). You can verify for yourself that if you choose ρ, U, and D as the three.
  • that is raised to the exponent (power) of 1 is equal to itself. Therefore 31= 3. I will explain to the students how this makes sense, because the power shows how ...
  • All that would change in the series model if summation were degraded by differences in latency or duration would be the quantity that is raised to the exponent of ...

Alternatives:

  • raised to the power of
  • to the power of
  • to the xth power
  • to the x exponent
  • to the x power

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