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The differential equation,is a:

  • a)
    second order, third degree equation.

  • b)
    second order, second degree equation. 

  • c)
    third order, third degree equation.

  • d)
    second order, first degree equation

Correct answer is option 'D'. Can you explain this answer?
Most Upvoted Answer
The differential equation,is a:a)second order, third degree equation.b...
I assume you know the basics of order and degree.. And i am going to tell only why degree is 2... Since a polynomial must have power as natural no. Not a fraction... So we square both side and then expand.. You will find power of highest order(d^2y/dx^2) is 2... It is called degree.. So degree is 2
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Community Answer
The differential equation,is a:a)second order, third degree equation.b...
To calculate the degree or the order of a differential equation, the powers of derivatives should be an integer.
On squaring both sides, we get a differential equation with the integral power of derivatives.
⇒ Order (the highest derivative) = 2
⇒ Degree (the power of highest degree) = 2
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The differential equation,is a:a)second order, third degree equation.b)second order, second degree equation.c)third order, third degree equation.d)second order, first degree equationCorrect answer is option 'D'. Can you explain this answer?
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