Applying Milnes Predictor-Corrector method for given equation

9 c] Applying Milne’s Predictor-Corrector method for given equation, find y(0.8), from \frac{d y}{dx}=x^{3}+y , given that y(0)=2, y(0.2)=2.073, y(0.4)=2.452, y(0.6)=3.023

Applying Milne’s Predictor-Corrector method for given equation, find y(0.8), from <span class="wp-katex-eq" data-display="false"> \frac{d y}{dx}=x^{3}+y </span>, given that y(0)=2, y(0.2)=2.073, y(0.4)=2.452, y(0.6)=3.023
Applying Milne’s Predictor-Corrector method for given equation, find y(0.8), from \frac{d y}{dx}=x^{3}+y , given that y(0)=2, y(0.2)=2.073, y(0.4)=2.452, y(0.6)=3.023

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