natural logarithm sentence in Hindi
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- When using the natural logarithm of base \ displaystyle e, the unit will be the hartley.
- The maximum is at x = e, where " e " denotes the base of natural logarithms.
- The natural logarithm of is the first Chebyshev function, written or, which approaches the linear for large.
- This observation led to the natural logarithm.
- The book contained fifty-seven pages of explanatory matter and ninety pages of tables related to natural logarithms.
- With e being the base of natural logarithms, and a and b being arbitrary positive real constants.
- This formula is a special case of the Mercator series, the Taylor series for the natural logarithm.
- E-- formally known as the base of the natural logarithm-- begins 2 . 718281828 and goes on forever.
- If, this is equal to the exponential of the arithmetic mean of the natural logarithms of the numbers:
- In physics and also in computation of Theil index, the natural logarithm is chosen as the logarithmic base.
- Graph of the natural logarithm function.
- For example, the natural logarithm of 1.01 is 0.01 to an accuracy better than 5 parts per thousand.
- A similarly simple transformation can be used if the common logarithm should be exchanged by the natural logarithm.
- The surface area formula above gives a lower bound for the area as 2 times the natural logarithm of.
- The first such distribution found is } }, where is the prime-counting function and is the natural logarithm of.
- Since the difference between two natural logarithms is a dimensionless ratio, the trait may be measured in any unit.
- Then the natural logarithm could be recognized as the inverse function to the transcendental function e " x ".
- These properties can be manipulated after the taking of natural logarithms on both sides and before the preliminary differentiation.
- For instance, the binary logarithm is the natural logarithm divided by ln ( 2 ), the natural logarithm of 2.
- Where \ ln & thinsp; \ Gamma ( n ) denotes the natural logarithm of the gamma function at n.
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