Image 52k
Shows the graphs of y = ex and y = loge(x). e is Euler's Numbers ≅ 2.71828...
Image 52k
Shows the graphs of y = ex and y = loge(x). e is Euler's Numbers ≅ 2.71828...
what is x if log underoot (x) 2 = 1/2?
Log x + log (x+15) = 2 How is this solved?
2loge4x^4 - 1/6 loge(4x+9) Note: "e" is that special number 2.718 and I do not have a proper calculator to figure ln or common logs
Please show all steps. I do not have a proper calculator If the answer is not an integer, enter it as a decimal rounded to the nearest, hundredth if needed
Please show all steps. I do not have a proper calculator. if the answer is not an integer, enter it as a decimal rounded to the nearest hundredth, if needed
Please show steps as I do not have a proper calculator. If the answer is not an integer, enter it as a decimal to the nearest hundredth, if needed. Note that "e"= that special...
rewrite this expression in terms of x and y if x=ln(A) and y=ln(B) then ln(A)/ln(B)=
Ok the literary reference is possibly not part of this question. Is there a function to make x into the highest multiple of 8 the is lower than or equal to x? For instance, 13 would become...
how to find the antilog of -13.599.
Solving 3e^(-2x)=12 2^(x+1)+3=9 2+ln(x+3)=13 Graphing 2+log2(x+1) -log1/2x -2+ln...
how do I write solution for logarithmic problem 16=(1/4)^-2
Evaluate the logarithmic expression Log5 1/125 2. write the given in exponential form Log8 1/512=-3
x=log 16/log 5
Given: log1220~1.2 and log1233~1.4 evaluate log121.65
The population P of a city is given by P=2500e^kt, where t is the time in years, with t=0 corresponding to the population in 1950. In 1995, the population was 1,400 people. Find the value of...
do you multiply exponents when the bases are being added together? The whole question is 3 Log (M)+ Log (N)- 2 Log (M)
Log3(5+X) I was wondering because Log3(5*X) would be expanded to Log35 + Log3X Some kind of explanation would be awesome, and thank you in advance!!
base = 2 , log x=y if y= 121212121212121212121212121212121212121212121121222211112222345433221167686598494694.9 then x =?
Log41=______ (fill in the blank) For parts a and b let x=Log4 1/16 a) Write the exponential form of the equation. b)Determine the numerical value...