log2x-log2(3x+5)=4
log2x-log2(3x+5)=4
3log2x+1/2log2x-2log2(x+1)
write log4 3y x+1 as a sum or difference of multiples of logarithms.
1) log 5/12 write the log equations for each then solve using logs 2) x=5th square root (72.43)*3rd square root (.00035)^2 divided by the 6th square root (5.84) 3)2.35^x=342.7
1) log 5/12 Write the log equations for each then solve using logs 2) x=5 square root (72.43)* 3 square root (.00035)^2 all divided by six square root 5.84 3) 2.35^x=342.7
Given log2=a, log17=b, log59=c. find log(base 2006) of 425 in terms of a,b,c.
given the right triangle ABC with hypotenuse c, if a=logx, b=2√logx, c=2√3, find the calue of cosα
-3*10^m+1 - 7 = -25
Log3 (-6p) - 9 = 10
Log23 + log2 (x-10) =2
Log14(-3n-3)=log14 24
-10 log4 (-5x) = -10
Log (-4x) - log(4) = 2
if Log(base-B) of 18=a and log(base b) of 6 =c, then log(base b) of b/3=?
ln (x+1) - ln(x-1)= ln3
Express in terms of sums and differences of logarithms log(x^2)/y
E^2-4ln(x)+ln(y) use the the properties of logarithms to write the following expression as a single term that doesn't contain a logarithm.
log2913
log2.97.5
1.) log55 2.) log125/121