5log 6

is gelijk aan
A.  \(\large\boldsymbol{5^{\log 3}.\:5^{\log 2} }\)
B.  \(\large\boldsymbol{5^{\log 3}+\:5^{\log 2} }\)
C.  \(\large\boldsymbol{5^{\log 3\,.\,\log 2} }\)
D.  \(\large\boldsymbol{\frac {5^{\log 3}} {5^{\log 2}} }\)
E.  \(\large\boldsymbol{(5^{log 2})^3 }\)
A    B    C    D    E

[ 6-2062 - op net sinds 1.9.2018-(E)-30.10.2023 ]

Translation in   E N G L I S H

 5log 6

is equal to
A.   \(\boldsymbol{5^{\log 3}.\:5^{\log 2} }\)
B.   \(\boldsymbol{5^{\log 3}+\:5^{\log 2} }\)
C.   \(\boldsymbol{5^{\log 3\,.\,\log 2} }\)
D.   \(\large\boldsymbol{\frac {5^{\log 3}} {5^{\log 2}} }\)
E.   \(\boldsymbol{(5^{log 2})^3 }\)

Oplossing - Solution

  5log6
= 5log(2.3)
= 5log2+log3
= 5log2.5log3
  zoals   ap+q = ap.aq

GWB