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When \(x\) and \(y\) are expressed separately as functions of the same third variable \(t\), which equations are obtained?

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Question

When \(x\) and \(y\) are expressed separately as functions of the same third variable \(t\), which equations are obtained?

Options

  • Cartesian equations

  • Differential equations

  • Parametric equations

  • Polar equations

MCQ
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Solution

When \(x=f(t)\) and \(y=g(t)\), the equations are called parametric equations. Both variables are expressed in terms of the same third variable.

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