miniaufgabe.js
==== 15. November 2021 bis 19. November 2021 ====
=== Donnerstag 18. November 2021 ===
Prüfung. Keine Miniaufgabe.
=== Freitag 19. November 2021 ===
Resultat als Bruch von Produkten von Potenzen mit positiven Exponenten.miniAufgabe("#exonegex_varsimple","#solnegex_varsimple",
[["$\\displaystyle \\left(h^{-5}u^{4}w^{-2}\\right)^{-6}$", "$\\displaystyle \\left(h^{-5}u^{4}w^{-2}\\right)^{-6} = h^{30}u^{-24}w^{12} = \\frac{h^{30}w^{12}}{u^{24}}$"], ["$\\displaystyle \\left(d^{-4}n^{3}y^{-2}\\right)^{-3}$", "$\\displaystyle \\left(d^{-4}n^{3}y^{-2}\\right)^{-3} = d^{12}n^{-9}y^{6} = \\frac{d^{12}y^{6}}{n^{9}}$"], ["$\\displaystyle \\left(h^{-4}k^{2}u^{-6}\\right)^{-4}$", "$\\displaystyle \\left(h^{-4}k^{2}u^{-6}\\right)^{-4} = h^{16}k^{-8}u^{24} = \\frac{h^{16}u^{24}}{k^{8}}$"], ["$\\displaystyle \\left(a^{-2}d^{5}u^{-6}\\right)^{-3}$", "$\\displaystyle \\left(a^{-2}d^{5}u^{-6}\\right)^{-3} = a^{6}d^{-15}u^{18} = \\frac{a^{6}u^{18}}{d^{15}}$"], ["$\\displaystyle \\left(s^{-2}u^{-4}y^{5}\\right)^{2}$", "$\\displaystyle \\left(s^{-2}u^{-4}y^{5}\\right)^{2} = s^{-4}u^{-8}y^{10} = \\frac{y^{10}}{s^{4}u^{8}}$"], ["$\\displaystyle \\left(b^{3}h^{-4}x^{-6}\\right)^{-6}$", "$\\displaystyle \\left(b^{3}h^{-4}x^{-6}\\right)^{-6} = b^{-18}h^{24}x^{36} = \\frac{h^{24}x^{36}}{b^{18}}$"], ["$\\displaystyle \\left(m^{-4}s^{-3}x^{2}\\right)^{-2}$", "$\\displaystyle \\left(m^{-4}s^{-3}x^{2}\\right)^{-2} = m^{8}s^{6}x^{-4} = \\frac{m^{8}s^{6}}{x^{4}}$"], ["$\\displaystyle \\left(h^{-2}n^{-6}p^{5}\\right)^{5}$", "$\\displaystyle \\left(h^{-2}n^{-6}p^{5}\\right)^{5} = h^{-10}n^{-30}p^{25} = \\frac{p^{25}}{h^{10}n^{30}}$"], ["$\\displaystyle \\left(d^{6}p^{-2}u^{-3}\\right)^{4}$", "$\\displaystyle \\left(d^{6}p^{-2}u^{-3}\\right)^{4} = d^{24}p^{-8}u^{-12} = \\frac{d^{24}}{p^{8}u^{12}}$"], ["$\\displaystyle \\left(k^{-2}m^{3}u^{-5}\\right)^{5}$", "$\\displaystyle \\left(k^{-2}m^{3}u^{-5}\\right)^{5} = k^{-10}m^{15}u^{-25} = \\frac{m^{15}}{k^{10}u^{25}}$"]],
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ruby potenzen-und-brueche.rb 12