SOLUTION: Is it possible to solve: 2^p=-2
I started going: Plog2=log-2
But you cannot divide log-2 by log2
Algebra.Com
Question 807357: Is it possible to solve: 2^p=-2
I started going: Plog2=log-2
But you cannot divide log-2 by log2
Answer by tommyt3rd(5050) (Show Source): You can put this solution on YOUR website!
right, so there is no real solution
RELATED QUESTIONS
1. log2(x-3)=3-log2(x-1) (the base is log 2)
2. 6log7(x^2-1)-5log7(x-1) (the base is... (answered by MathLover1)
This is the equation which i have and I dont know how to solve it:... (answered by jsmallt9)
I hope someone can lend a hand on this one. I have tried several different ways to solve... (answered by orca)
how do i solve: log base 2 8 (log2... (answered by Alan3354)
How would you solve the equation log2(x)^2=(log2(x))^2 I am stuck on how to square a... (answered by stanbon)
solve for log(3x-1) + log2= log4 +... (answered by lwsshak3)
log((x+3)(x-8))+ log((x+3)\(x-8)) = 2
I tried but i cannot solve this equation, whose... (answered by lwsshak3)
I need to solve this log problem:
log( 2, 32)=3x
It is a change in base because it... (answered by Nate)
Log(5+x)-log(x-2)=log2 (answered by tommyt3rd)