Which Of The Following Is An Example Of A Complex Number That Is Not In The Set Of Real Numbers? -7 2 + Startroot 3 Endroot 4 + 9I Pi

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Which Of The Following Is An Example Of A Complex Number That Is Not In The Set Of Real Numbers? -7 2 + Startroot 3 Endroot 4 + 9I Pi. 4+9i is not a real number because it has an imaginary component (9i) π (pi) is a real number. The complex number that is not in the set of real numbers is option c:

Introduction to Complex Numbers and Complex Solutions
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The complex number 4 + 9 i is an example of a complex number that is not in the set of real numbers. The question asks for an example of a complex number that is not in the options. The other options, 0 − 7 and 2 + 3 , are both real numbers.

Options A, B, And D Are All Real Numbers.


The question asks for an example of a complex number that is not in the options. 4+9i is not a real number because it has an imaginary component (9i) π (pi) is a real number. Exercises for [chap:appacomplexnumbers] the fact that the square of every real number is nonnegative.

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【solved】click here to get an answer to your question : Which of the following is an example of a complex. 4 + 9i, which includes the imaginary unit i.

The Other Options, 0 − 7 And 2 + 3 , Are Both Real Numbers.


The complex number 4 + 9 i is an example of a complex number that is not in the set of real numbers. Which of the following is an example of a complex number that is not in the set of real numbers? Therefore, the complex number that is not in the set of real numbers is 4+9i.

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The complex number that is not in the set of real numbers is option c:

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