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The differential equation dy / dx = x + 0 . 2 5 and ^ 2 is to be solved using the Runge - Kutta

The differential equation dy

/

=

+ 0.25

and

^2

is to be solved using the Runge

-

Kutta method of order

2

with the boundary condition y

= 1,

= 1

and with step size of

1 .

What would be the value of y at x

= 2 ?

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