Questions LLC
Login
or
Sign Up
Ask a New Question
Questions
Mathematics
find x from log3^x-3log3^x=2
1 answer
see you previous post. If you here mean log3^x = log(3^x) then you have
xlog3 - 3xlog3 = 2
-2xlog3 = 2
x = -1/log3
You can
ask a new question
or
answer this question
.
Related Questions
log3(4x+1)-log3(3x-5)=2
Given that x=log3^5 and y=log3^2, rewrite log3^60 in terms of x and y.
express log9 in terms of log3 x and log3 y and solve for x and y simultaneously
Solve the equation 3log3 x-log3 x=2?
Lesson 3 Assignment .Explain the differences between solving these two equations: By steps
log3(x - 1) = 4 AND log3(x - 1) =
Given log2=0.3010, log3=0.4771, log5=0.6690, and log7=0.8451...
Find a.) log8 b) log5/7 c.) log1.5 d.) log3/14 e) log12 I didn't
Which of the following correctly uses the Product Rule of Logarithms to find an equivalent expression to log24 ?(1 point)
Show that log9 (xy2
) = ½ log3 x + log3 y
Rewrite the expression log3z+log32+log34 as a single logarithm.(1 point) Responses log3(6z) logarithm subscript 3 baseline left
1) Solve for x in terms of k:
log3(x) + log3(x+7) = k; 3 is the base 2) e^(x+5) = e^(x) + 6, solve for x. Please help, I have no