PLEASE WRITE in details with workings. I am totally new to this
subject. Will give like afterwards. Thanks
(b) (i) Consider the initial-value problem ty"- √ty' +2y=Int, y(10) = 1, y'(10) = 0.5 d²y dy where y": = and y'= Use Heun's method with step size h=0.1 to dt² di compute approximate values of y(10.2) and y'(10.2). Write down the formulae of your method explicitly.
(b) (i) Consider the initial-value problem ty"- √ty' +2y=Int, y(10) = 1, y'(10) = 0.5 d²y dy where y": = and y'= Use Heu
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(b) (i) Consider the initial-value problem ty"- √ty' +2y=Int, y(10) = 1, y'(10) = 0.5 d²y dy where y": = and y'= Use Heu
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