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$\\var{d}+\\var{a}\\cdot(\\var{b})^\\var{c}=$ [[0]]

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Riktig regnerekkefølge er potenser før multiplikasjon/divisjon og multiplikasjon/divisjon før addisjon/subtraksjon, det vil si 

\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n
$\\var{d}+\\var{a}\\cdot(\\var{b})^\\var{c}$$=$$\\var{d}+\\var{a}\\cdot\\var{b^c}$
$=$$\\var{d}+\\var{a*b^c}$
$=$$\\var{ans1}$
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$(\\var{d}+\\var{c})^2+\\var{h}\\cdot(\\var{f}-\\var{g})=$ [[0]]

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Riktig regnerekkefølge er parenteser, potenser, multiplikasjon/divisjon og til sist addisjon/subtraksjon, det vil si 

\n\n\n\n\n\n\n\n\n\n\n\n\n\n
$(\\var{d}+\\var{a})^2+\\var{h}\\cdot (\\var{f}-\\var{g})$\n

$=$

\n
$\\var{d+a}^2+\\var{h}\\cdot (\\var{f-g})$
\n

\n

\n
\n

$=$

\n

$=$

\n
\n

$\\var{ans2a}+(\\var{ans2b})$

\n

$\\var{ans2}$

\n
\n

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