for a positive real numberx, wherex=28, what isthe value ofx24?

The value of [tex]x^{24}[/tex], where x is a positive real number and x = 28, is approximately [tex]1.6571 x 10^{34}[/tex]. When 28 is raised to the power of 24, it results in a very large number, approximately [tex]1.6571 x 10^{34}[/tex].

The value of [tex]x^{24}[/tex], where x is a positive real number and x = 28, is:

[tex]x^{24} = 28^{24}[/tex]

To calculate this value, we raise 28 to the power of 24.

Expanding the expression, we have:

[tex]28^{24} = (28 * 28 * 28 * ... * 28) (24 times)[/tex]

Computing this expression can be time-consuming, so it is best to use a calculator or mathematical software for precise calculations. The result of 28 raised to the power of 24 is a large number.

Calculating the value, we find:

[tex]28^{24} = 1.6571 x 10^{34}[/tex]

Thus, when x = 28, the value of [tex]x^{24}[/tex] is approximately [tex]1.6571 x 10^{34}[/tex].

In summary, the value of [tex]x^{24}[/tex], where x is a positive real number and x = 28, is approximately [tex]1.6571 x {10^34}[/tex].

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