मराठी

For the differential equation \[y''' + y^{2} + e^{y'} = 0\], is the degree defined?

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प्रश्न

For the differential equation \[y''' + y^{2} + e^{y'} = 0\], is the degree defined?

पर्याय

  • Degree is not defined

  • Degree = 3

  • Degree = 1

  • Degree = 2

MCQ
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उत्तर

The degree exists only for equations that are polynomial in their derivatives. In this equation, the term \[e^{y'}\] contains the derivative \[y'\] as an exponent in an exponential function, making it non-polynomial in its derivatives. Therefore, the degree is not defined.

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