miniaufgabe.js Schreiben Sie den Term einmal als Binärbaum und einmal in Computer-Notation.miniAufgabe("#exotermanalyse1","#soltermanalyse1", [["$\\frac{\\left(e+m\\right)\\cdot{}\\left(e\\cdot{}p-d\\right)}{a^{a}+e}$", "   (e+m)*(e*p-d)/(a^a+e)"], ["$\\left(\\left(m^{k}\\right)^{p}\\right)^{b^{m}}\\cdot{}\\left(p+p\\right)^{d}$", "   ((m^k)^p)^b^m*(p+p)^d"], ["$\\left(k^{p^{p}}\\right)^{k+\\frac{y}{y}-\\frac{k}{x}}$", "   (k^p^p)^(k+y/y-k/x)"], ["$\\left(k^{d^{b}}\\cdot{}\\left(s\\cdot{}h\\right)\\right)^{\\left(k-d\\right)\\cdot{}d}$", "   (k^d^b*(s*h))^((k-d)*d)"], ["$\\frac{x^{y}+w}{\\frac{x\\cdot{}y\\cdot{}x}{s\\cdot{}w}}$", "   (x^y+w)/(x*y*x/(s*w))"], ["$p^{b}+u-\\left(p+b\\right)+\\left(\\frac{p}{a}+u\\right)$", "   p^b+u-(p+b)+(p/a+u)"], ["$b^{n^{e}}-\\left(e\\cdot{}n^{a}+b\\cdot{}n\\right)$", "   b^n^e-(e*n^a+b*n)"], ["$\\frac{d\\cdot{}h-d}{d\\cdot{}\\frac{d}{y}+h\\cdot{}d}$", "   (d*h-d)/(d*(d/y)+h*d)"], ["$\\frac{a+\\left(s+b\\right)}{w+a+\\frac{\\frac{b}{a}}{a}}$", "   (a+(s+b))/(w+a+b/a/a)"], ["$u\\cdot{}\\left(k\\cdot{}y\\right)+\\left(\\frac{u}{\\frac{u}{s}}-y^{s}\\right)$", "   u*(k*y)+(u/(u/s)-y^s)"]], "

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