WebThe log function or logarithm function is used in most mathematical problems that hold the exponential functions. Log functions are used to eliminate the exponential functions when the equation includes exponential values. The logarithmic function is defined by: if logab = x, then ax = b. Where, x is the logarithm of a number ‘b.’ Web5 feb. 2024 · Find: (i) the measure of each exterior angle. (ii) number of sides of the polygon. (iii) name the polygon. [3] (b) If log4 = 0.6020, find the value of log80. [3] Question 11. …
log 4=0.6020log 80= ? - Brainly.in
WebIf log 4 = 0.6020, find the value of each of the following: log2.5 Advertisement Remove all ads Solution log2.5 = log log ( 10 4) = log 10 - log 4 = 1 - 0.6020 = 0.3980. Concept: Expansion of Expressions with the Help of Laws of Logarithm Is there an error in this question or solution? Chapter 10: Logarithms - Exercise 10.2 Q 22.2 Q 22.1 Q 23.1 Web= 3 log (10/2) + 2 * 0.3010 = 3 * ( log10 - log2 ) + 0.6020 = 3* ( 1 - 0.3010 ) + 0.6020 = 3 * 0.6990 + 0. 6020 = 2.0970 + 0.6020 = 2.6990 = 2.7 ( approx) 5 More answers below How can we evaluate {1/log (2, 60)} + {1/log (3, 60)} + {1/log (10, 60), where log (a, b) is log of b to the base a? Praveenkumar Kalikeri church\u0027s chicken kingman az
If log 4 = 0.6020, find the value of log 80. Maths Q&A - BYJU
Web10 apr. 2024 · Find the value of log2(64) Solution: x =64 (Given) By using the base formula, Log2 x = log10 x/ log10 2 = log2 64 = log10 64/ log10 2 =1.806180/ 0.301030= 6 Quiz Time 1. Logarithm Functions are the Inverse Exponential of a. Verses b. Functions c. Numbers d. Figures 2. How will you write the Equation 53= 125 in log form a. Log 3 (125) =5 b. WebWe know that the real logarithmic function log a b is only defined for b>0. It is impossible to find the value of x, if a x = 0, i.e., 10 x = 0, where x does not exist. So, the base 10 of logarithm of zero is not defined. Therefore, Log10 0 = Not Defined. Value of ln (0) or loge 0. The natural log function of 0 is denoted by “log e 0”. Web10 jun. 2024 · Here are some solved examples on Value of Log 0 Solved Example 1: If log x = 0, then x = ? Solution: We know that l o g a b = c Then, a c = b Thus, for l o g 10 x = 0 We have, 10 0 = x Hence, x = 1. Solved Example 2: Solve log 24. Solution: Remember, log (ab) = log a + log b So, log 24 = log (6×4) = log6 + log4 = log (2×3) + log (2×2) church\u0027s chicken lake charles la