the logarithm of nay number or alphabets to the base of itself equals?
a). zero.
b). minus one
c). the square of the number or alphabet
d). the cube root of the number or alphabet
e). one?
e.g.
log 5 5 = ?
What is the definition of the log of a number?
The logarithm of any number or alphabet to the base of itself equals one (e).
To find the logarithm of a number or alphabet to the base of itself, we need to determine the value of x in the equation log(base x) (x) = ?
The logarithm function, log(base x) (y), represents the exponent to which we raise x to obtain y. In this case, we are raising x to the power of itself.
So, log(base x) (x) represents the exponent to which we raise x to obtain x. In other words, x raised to this exponent should be equal to x.
The only value that satisfies this equation is when the exponent is 1. Therefore, log(base x) (x) = 1.
Hence, the correct answer to the question is e). one.