Derivatives and Implicit Differentiation A derivative is a function that describes the slopes of the tangent lines to another function. For example, y = 2x is the derivative of {eq}y = x^2 {/eq} because, at any point along {eq}y = x^2 {/eq}, the slope of the tangent line is eq...
2016). It is interesting that the real word condition produced the strongest effects in terms of learning rate differentials, with the differential effect attributable to both a degree of facilitated learning on the consistent block and impeded learning on the inconsistent...
proposed diagonally implicit block backward differentiation formulas, while Ramli and Majid developed an Adams-type diagonally implicit multistep block method, which considered order four for first point and order five for the second point. Fook and Ibrahim in [23] solved FDEs by using a 2-points...