let `y(x)` satisfying the differential equation `x(dy)/(dx)+2y=x^(2)` given `y(1)=1` then `y(x)=`A. `(x^(2))/(4)-(3)(4x^(2))`B. `(x^(3))/(4)+(3)/(4x^(2))`C. `(x^(2))/(4)+(3)/(4x)`D. `(x^(2))/(4)+(3)/(4x^(2))`

let `y(x)` satisfying the differential equation `x(dy)/(dx)+2y=x^(2)`

1.	let `y(x)` satisfying the differential equation `x(dy)/(dx)+2y=x^(2)` given `y(1)=1` then `y(x)=`A. `(x^(2))/(4)-(3)(4x^(2))`B. `(x^(3))/(4)+(3)/(4x^(2))`C. `(x^(2))/(4)+(3)/(4x)`D. `(x^(2))/(4)+(3)/(4x^(2))`
Answer» Correct Answer - D

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let `y(x)` satisfying the differential equation `x(dy)/(dx)+2y=x^(2)` given `y(1)=1` then `y(x)=`A. `(x^(2))/(4)-(3)(4x^(2))`B. `(x^(3))/(4)+(3)/(4x^(2))`C. `(x^(2))/(4)+(3)/(4x)`D. `(x^(2))/(4)+(3)/(4x^(2))`

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