Table of Contents
- 1 What is log x LOGX?
- 2 What is the value of a log X?
- 3 What is the maximum value of log x upon X?
- 4 What is mean by LOGX?
- 5 What is the minimum value of x upon log X?
- 6 What is the maximum value of 3sinx 4cosx?
- 7 How do you find 5×2 with base 10 logs?
- 8 What is the equivalent exponential statement to log x = 1?
What is log x LOGX?
logx * logx=square of logx.
What is the value of a log X?
Value of Log 1 to 10 for Log Base 10
| Common Logarithm to a Number (log10 x) | Log Value |
|---|---|
| Log 1 | 0 |
| Log 2 | 0.3010 |
| Log 3 | 0.4771 |
| Log 4 | 0.6020 |
What is the maximum value of log x upon X?
The maximum value at x = e is y = log e / e = 1 / e.
What is Loga X LOGB?
loga(x) · logb(a) = logb ( aloga(x)) = logb(x), and we get the result by dividing through by logb(a). Of course, the authors can’t help but point out the inverse relationship between these two change of base formulas. To change the base of an exponential expression, we multiply the input by the factor logb(a).
Is Log X possible?
Speaking in the domain of all complex numbers, log(-x) does exist and can be easily defined as a set of an infinite number of values. For real numbers, you cannot define log(-x) for x>=0. Just take x<0. The function can then be conveniently defined.
What is mean by LOGX?
Logarithm DEFINITION (p.292): y = log ( x) really “means” that x = b II. Two Special Logarithms ) 1. Common Log: y = Page 1. 4.2 / Logarithmic Functions.
What is the minimum value of x upon log X?
For maxima and minima put f’ (x) = 0. f (x) is minimum at x = e. The minimum value of x at x = e is f (e) = e / [log e] = e.
What is the maximum value of 3sinx 4cosx?
Thus the maximum value will be 4.
What is the value of X if log x = -1?
If log x = -1, then x = 0.1 (Common logarithms) and x = e^-1 in case of natural logarithms. Dwayne is in hot water for his latest comments. The big companies don’t want you to know his secrets. You to mention the base of the logarithm. If the base is e then the value of x will be 1/e or e^-1 where e is exponential whose value is 2.73.
What is the difference between log(logx) and ln?
At first one should know that log stands for Common Logarithm with a base 10, whereas ln stands for Natural Logarithm with the base e. What is the value of log (logx)? which is the required answer. What is (log x)^2?
How do you find 5×2 with base 10 logs?
So, using base 10 logs, ( 100) = 2. Thus, ( x) = 1 ⟹ x = 10 1 ⟹ x = 10. Raise the base of the logarithm to both sides. Then, you get 5 x 2 = b 2.69897 where b is the base of the logarithm (probably b = 10 ). Then, solve for x by dividing by 5 and taking square roots.
What is the equivalent exponential statement to log x = 1?
Answer: 1. The equivalent exponential statement to log x = 1 is: 10¹ = x, but 10¹ = 10 since for any real number a, a¹ = a by a property of exponents. Since 10¹ = x and 10¹ = 10, then x = 10 by an equality axiom of mathematics: two things equal to the same thing are equal to each other.