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What has only one solution?

Updated: 10/17/2024
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9y ago

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There are many possible answers to this question. Some of these are

  1. A linear equation.
  2. A system of n independent linear simultaneous equations is n unknowns.
  3. Quadratic equations in which the two real roots are coincident.
  4. Cubic equation where either all three roots are coincident or, if the domain is real, then when two of the roots are imaginary.
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9y ago
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9y ago

There are a number of mathematical problems that have only one solution, such as most algebraic problems where "x" is the only variable AND is not raised to any power or questions as to the volume, area, surface area, or perimeter of geometric shapes or basic arithmetic.

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9y ago

There are many possible answers to this question.

  1. A linear equation.
  2. A system of n independent linear simultaneous equations is n unknowns.
This answer is:
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