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(2) Negative numbers: Negative numbers also have a fourth-power root, but they are plural. For example, the fourth-power root of -16 is 2i and -2i because (2i)⁴ = -16;
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(3) The fourth root of zero: 0 is 0, because 0⁴=0;
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(2) Negative numbers: Negative numbers also have a fourth-power root, but they are plural. For example, the fourth-power root of -16 is 2i and -2i because (2i)⁴ = -16;
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2. The fourth-power root is the number that multiplies a number by itself three times to get the original number. Fourth-power roots are commonly used in fields such as mathematics, physics, and engineering.
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(4) Symbol: The fourth root of a positive number is a positive number, and the fourth root of a negative number is a complex number.
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3. Properties of the fourth-power root:
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1. The fourth power root is a mathematical concept, which refers to the fourth power root of one number a is another number b, so that b⁴=a.
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