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nastenabud
@nastenabud
July 2022
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Вычислите значение выражение log^0,5 4+lg1/100 – log31/243 +lg0,01
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Bronzor1
1)log_0,5(4)=log_2^(-1)(2^2)=2/-1*log_2(2)=2/-1*1=-2
2)lg(1/100)=log_10(10^(-2))=-2*log_10(10)=-2*1=-2
3)log_3(1/243)=log_3(3^(-5))=-5
4)lg(0,01)=lg(1/100)=-2
5)-2+(-2)-(-5)+(-2)=-4+5-2=-1
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Answers & Comments
2)lg(1/100)=log_10(10^(-2))=-2*log_10(10)=-2*1=-2
3)log_3(1/243)=log_3(3^(-5))=-5
4)lg(0,01)=lg(1/100)=-2
5)-2+(-2)-(-5)+(-2)=-4+5-2=-1