SOLUTION: When solving the equation e to the power of x = -2 can we write x = ln(-2) ?
Algebra.Com
Question 209: When solving the equation e to the power of x = -2 can we write x = ln(-2) ?
Answer by ichudov(507) (Show Source): You can put this solution on YOUR website!
If you are studying complex numbers (and know what is an imaginary number i), then we can write exponents of e that give negative results. If you are studying basic logarithms and exponents and do not know what i is, then the above equation makes no sense.
RELATED QUESTIONS
Solve for x:
2 - x^3 = ln(x+2)
This is how I tried solving it.
e^(2 - x^3) =... (answered by ikleyn)
Can I please get help solving these equations to find the value of x and can I please see (answered by greenestamps)
I understand the concepts behind natural logarithms and solving for an exponent, but on... (answered by Alan3354)
Please help me solve this equation:
Solve the logarithmic equation logarithmic... (answered by jim_thompson5910)
can we get help on f(x)=(1/2)to the... (answered by Alan3354)
Write the equation below in its exponential form ln(-x)=-2
a. x=e^-2
b. x=e^2
c.... (answered by Tatiana_Stebko)
Please help me solve this equation: {{{ ln(e)=ln(sqrt(2)/x)-ln(e)}}}
I have became so... (answered by Alan3354)
4e^x=80 isolate e^x to get equivalent equation of
(b) Next, we take ln of each side to... (answered by josgarithmetic)
Use the properties of logarithms to simplify each equation and solve it.
Round to the... (answered by Alan3354)