4
Accumulate /@ matrix1
produces
{{a, a + b, a + b + c, a + b + c + d}, {e, e + f, e + f + g,
e + f + g + h}, {i, i + j, i + j + k, i + j + k + l}, {m, m + n,
m + n + o, m + n + o + p}}
4
Updated answer
As a follow up question, can we apply a different strategy for distinguishing the words? For example, adding a frame instead of coloring them.
Answering the follow up question does bring better looking and easier to read results:
aResFr =
findwords[str, CommonWordQ,
<|Horizontal -> (Framed[Style[#, Blue, Bold],
Background ...
3
I think you have made things more complicated than they need be using Table, which is what is getting you into trouble. This is a case where you should use Do. Like so:
final = ConstantArray[0, 4];
Do[
Echo[final];
Echo[{index}];
final[[index]] = index^2, {index, Reverse @ Range[4]}];
final
{1, 4, 9, 16}
1
An alternative approch is to use ParametricNDSolveValue once (instead of using NDSolve for each value of QVary):
pndsv = ParametricNDSolveValue[{TEq, m'[t] == QVary/h - mDotOut, icT,
icm}, {T[t], m[t]}, {t, 0, tf}, {QVary}];
Plot[Evaluate[Table[First@pndsv[q], {q, {30, 100, 500, 1000}}]], {t, 0, 120},
PlotRange -> {{0, 120}, All}, GridLines -> ...
1
Wrap the first argument in Plot with Evaluate and use the option PlotLegends with your choice of legend labels:
Plot[Evaluate[T[t] /. sol2], {t, 0, tf},
PlotRange -> {{0, tf}, {200, 0}}, GridLines -> Automatic,
ImageSize -> "Large", AxesLabel -> {Time (s), Temperature (K)},
PlotLegends -> LineLegend[Automatic, PromptForm["...
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