Oblicz.
a) log(4)0,2 + log(2)6 + ½log(2)(5/9)
b) log5 × log20 + (log5)²
a) log(4)0,2 + log(2)6 + ½log(2)(5/9) = [log(2) 0,2]/log(2) 4]+[log(2) 6* (5/9)^(1/2)]= 1/2log(2) 0,2 + 1/2log(2) 10/3 = 1/2log(2) 2/10 * 10/3 = 1/2log(2) 2/3
b) log5 × log20 + (log5)²=log5(log20+log5)=log5(log 100)=2log5
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a) log(4)0,2 + log(2)6 + ½log(2)(5/9) = [log(2) 0,2]/log(2) 4]+[log(2) 6* (5/9)^(1/2)]= 1/2log(2) 0,2 + 1/2log(2) 10/3 = 1/2log(2) 2/10 * 10/3 = 1/2log(2) 2/3
b) log5 × log20 + (log5)²=log5(log20+log5)=log5(log 100)=2log5