Math  /  Math Statement

QuestionWhich set does not include (i3)2(i \sqrt{3})^{2}? Choose one: a. Complex b. Imaginary c. Rational d. Integers

Studdy Solution
Now that we have the value of (i3)2(i \sqrt{3})^{2}, we can determine which set of numbers does not contain this value.
The value 3-3 is a negative integer, so it belongs to the set of Integers.
The value 3-3 is also a rational number, as it can be expressed as a ratio of two integers, so it belongs to the set of Rational Numbers.
The value 3-3 is also a complex number, as all real numbers (including integers and rational numbers) are a subset of complex numbers, so it belongs to the set of Complex Numbers.
However, the value 3-3 is not a pure imaginary number, as it does not have an imaginary part.
Therefore, the set of numbers that does not contain the value of (i3)2(i \sqrt{3})^{2} is the set of Pure Imaginary Numbers.

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