a) log5cos0*
b) log2(cos120*+2sin150*)
c) log8sin120* − log8tg60*
a) log5cos0*=log₅1= 0
5^x=1
5^x=5^0
x=0
b) log2(cos120*+2sin150*)=log₂(-½+2*½)=log₂½= -1
2^x=½
2^x=2⁻¹
x=-1
c) log8sin120* − log8tg60*=log₈√3/2 - log₈√3=-⅓
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a) log5cos0*=log₅1= 0
5^x=1
5^x=5^0
x=0
b) log2(cos120*+2sin150*)=log₂(-½+2*½)=log₂½= -1
2^x=½
2^x=2⁻¹
x=-1
c) log8sin120* − log8tg60*=log₈√3/2 - log₈√3=-⅓