11. Evaluate: a) log 135 b) log(log100000) c) log,9log,125

Q: Expand log(8k)

A:

Q: f. Evaluate log, V343

A:

Q: Write 2log3-log7-log11 as a single logarithm. a log) » Jog(4) 99 7 77 ») log b) log 99 e) log 77

A: Given,      2log3-log7-log11=?

Q: log, (36) – log6(6) logo(. %3D log3(9) – log3(1) log3( log2(16) – log,(32) log2(_ %3D

A: Here we find the logarithmic value.

Q: Suppose loga 3 5 and log, 7 = 9, find: a) log, 21 b) loga 49 c) loga

A: Given  loga3=5 and loga7=9

Q: 2. Solve for x. a. log, 81 = 4 b. logs x = 3 C. logs 125 = x d. log, 10 = 4

A: Using logrithim  properties

Q: It logge = - 3, og, y =1 Gnd Log,z =4, evaluate log 21 z²

A: Given: log3x=-3, log3y=1 & log3z=4 To evaluate: log381×9xy4z23 Solution: We know that,…

Q: log, 3 + log, 5 = log, 4. 4 4.

A:

Q: What is the value of x in logx > 2log4?

A:

Q: Log24=logz+2log2

A: Given Logarithmic Equation  log 24=log z + 2 log 2

Q: Find the logarithms of the following number’s using tables. a) 0.7685 b) 0.03415 c) 341.5 d)…

A: Find the logarithms of the following number’s using tables.   a) 0.7685   b) 0.03415   c) 341.5   d)…

Q: log, 7 + log, 3 log,] 8.

A: The solution of the problem is given in the next step.

Q: Which logarithm is equal to l0g,(6) + log,x Select one: O a. log,(8x) O b. log, (2x+ 6) O C. log, x…

A: Topic:- basic algebra

Q: Find the value of log 611 log 1116• log 1621• log 2126 • log 2631• log 3136.

A:

Q: 11. Simplify first, then evaluate: vv&vv&vv -2 1024 b) log,(729) -log123 + log,232 + log, 162 a)…

A:

Q: 103. Simplify: log1o 11· log11 12 · log12 13 · . · log998 999 · log99 1000.

A:

Q: Given that log(5) - 0.73 and log, (2) - 0.32, evaluate each of the following: a) log,(125) = b)…

A:

Q: log, 5 + log,= log, 40

A: We have to find

Q: Suppose log, 8 = 0.724 and log, 6 = 0.624. Find: () (a) log, 48 (b) log, 3 (c) log, 64

A: