Value of Log e
The value of Log e is equal to 0.434294481. It can be calculated in two different cases. One is finding the natural logarithmic value and the other is the common logarithmic value. The two types of Value of Log e are discussed below:
Value of log e base e
Value of log e using natural logarithm is unity i.e., equal to 1. Log x is a natural logarithm and it has a base equal to e. So, Log x is equal to the value Loge x and hence the value of log e can be written as loge e. Now the base value is equal to the index value so, the value of the logarithm function is 1. Hence the value of log e is equal to 1.
logee = 1
Value of log e base 10
Value of log e is equal to 0.434294481 when log e has a base equal to 10. Common logarithm is said when log e to the base is equal to 10. Common logarithm of any value is calculated by dividing the value of its natural logarithm by 2.303 because the value of log10e is equal to 2.303
log10e = 0.434
What is e?
e is Euler’s Number which is an irrational mathematical constant. The value of e is equal to 2.71828182845904………..so on. The value of e was calculated by mathematician Jacob Bernoulli. The value of e is used in various mathematical fields such as calculus, derangement, compound interest, probability, exponential function, and many more.
Value of Log e
Value of log e is 0.434294481. There are two values of log e, first is log e base e which is equal to 1, and second is log e base 10 which is equal to 0.434294481.
Log e is made up of two terms Log and e where Log is a logarithm function, where one number is raised on the power of another number to calculate mathematical expression and e is an irrational constant also known as an exponential constant.
Let’s learn about value of log e, how the value of log e is derived, and how to calculate the value of log e.