(2010^x ori ln2010) totul derivat
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Răspuns:
[tex]{2ln2010*2010^{x}}[/tex]
Explicație pas cu pas:
ln2010 este o constanta, deci iese in fata
[tex](2010^{x} * ln2010)' =ln2010 \ * \ (2010^{x})' = ln2010 * 2010^{x}* ln2010 =ln^{2} 2010*2010^{x}=\boxed{2ln2010*2010^{x}}[/tex]