Odpowiedź:
Szczegółowe wyjaśnienie:
f)
log4(log3(log2 8)) = log4(log3(3)) = log4 1 = 0
g)
log7 (7√7) = log7 (7 * 7^(1/2)) = log7 (7^(3/2) ) = 3/2
h
log3 (1/27) + log64 (8) = log3 (3)^(-3) + log64 (64)^(1/2) = -3 + 1/2 = -2 1/2
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Odpowiedź:
Szczegółowe wyjaśnienie:
f)
log4(log3(log2 8)) = log4(log3(3)) = log4 1 = 0
g)
log7 (7√7) = log7 (7 * 7^(1/2)) = log7 (7^(3/2) ) = 3/2
h
log3 (1/27) + log64 (8) = log3 (3)^(-3) + log64 (64)^(1/2) = -3 + 1/2 = -2 1/2