How can we define logarithms of negative numbers with complex numbers?
How do you find the logarithm of a negative number? Why is it a complex number?
How can one calculate complicated logarithms? How to calculate 0.8^10 using logarithm table? Logarithm of square root of 8 divided by logarithm of 8? How are negative numbers represented in binary? Someone help me solve this this logarithm equation? What is the log of 0.35874? How do you read a logarithmic scale? Is every negative number a rational number? Why or why not? What is the total number of non-zero digits in 3^1000? What is the value of log(-∞)? What is the value of log (0)? How do calculators calculate logarithms? I want to solve [math]2^x = 8[/math] algebraically without using a calculator. How do logarithms work by hand? What is the No. of zeroes immediately following the decimal point in (2/3)^432?log2=0.301 and log3=0.477. Can negative numbers be rational numbers? If not, why? How can negative numbers be represented in binary 0's and 1's so that the computer can read accurately? What is the unit digit of12^50? What is the unit digit of 8^173? Is square root of negative numbers imaginary? What is the sum of the positive integers less than 150 but greater than 20 that are divisible by 7? How can I use the logarithmic table? What is the value of log with base 2? Why is log (a^b) = b log (a)? How do you add and subtract positive and negative numbers? How can I prove that a negative number multiplied by another negative number is positive? How can we calculate the logarithms by hand without using any calculator? How do I calculate logarithms without calculator? What is the value of log a with base 1? Can you square a negative number and get a number that is not a real number? How do I solve (0.05246) ^(1/8) - 2.6055 by log?