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order in degree of a differential equation the order of a differential equation is the order of the highest ordered derivative in the equation while the degree is the exponent of the highest order derivative that appears in the equation so we can conclude or we can see that the order and degree are related to each other we have here four differential equations and we will identify what is the order and the degree of the differential equation so for letter a we have 2xy plus x cubed differential x plus quantity differential x plus 5y differential y this is in the differential form and if we will get the derivative form it will be 2xy plus x cubed plus 5y derivative of y with respect to x is equal to 0. so as you can see here we have the derivative of y with respect to x that is in the first order so for example letter a this is first order now what is the degree or the exponent of the highest order derivative it is simply in the first degree so first order and at the same time first de