Given: log8(5) = b. Express log4(10) in terms of b.
Simplify without calculator: log6(216) + [ log(42) - log(6) ] / log(49)
Simplify without calculator: ((3-1 - 9-1) / 6)1/3
Express (logxa)(logab) as a single logarithm.
Find a so that the graph of y = logax passes through the point (e , 2).
Find constant A such that log3 x = A log5x , for all x > 0.
Solve for x the equation log [ log (2 + log2(x + 1)) ] = 0
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