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

Q: Find x if:

A:

Q: Given that log,(N4) = 8, then log,(7) = %3D

A: Given logb(N4)=8logb(1N)=?That can be written as lobb(N-1)

Q: Which of the following are equivalent to log,(3)? () O-log, 3. Ologb 10 + log, (30) 1 Olog, (9)…

A:

Q: Evaluate logarithm

A: Given, log8124 It is evaluated as follows: log8124=log23124   Apply the logarithmic rule:…

Q: Which of the following are equivalent to log, (4)? Choose all that apply. 1 log, (16) log, + log,…

A: Given logb(4)

Q: a. log,7³ b. log253 C. 16log.8

A:

Q: (a) log, 2 (b) logs 1 (c) log, 6

A: Given: a log22     b log51    c log665 Formula Used: logaa=1logxn=nlogxloga1=0

Q: Find the value of: log, ) + log_ (4)► log,

A:

Q: Given that log, (12) = 27.41 and log, (3) = 7.24

A:

Q: 5. Rewrite as a single logarithm: logs (r) + log, (1) - 3 log, (z - 2))

A: We can solve the problem by applying properties of logarithm.

Q: Which of the following are equivalent to log, (3)? Choose all that apply. O log, + log, (30) 10 O…

A:

Q: se-2 log table (printed in

A:

Q: Evaluate the indicated logarithmic expression.

A:

Q: Which of the following is an equivalent expression for log, 24 ? A log2 6 – log2 4 B log, 20 + log,…

A:

Q: 3 log, 3– 12 log, 7

A:

Q: (a) If log, 8 = 3, then ar = (b) If log, 256 = 4 then r =

A:

Q: ) approximate the value of log, 24, given that log, 2 = 0.356 and log, 3= 0.565

A:

Q: If y = log, 4, then y = O 2 O 5 O 3 O 4

A:

Q: log, 125

A:

Q: (a) If log, 64 = 3, then x = (b) If log, 256 = 4, then x =

A: alogb=logba logab=logbloga

Q: Explain why log,10 1 = 0.

A:

Q: log 1000 a) b) log, 13

A: (a) log11000 log11000=log1103=log10-3           log ab=blog a=-3log10            log 10=1=-3(1)=-3…

Q: Which of the following are equivalent to log,(5)? Choose all that apply. O log, (45) – log,(9) (:) -…

A: Use logarithms property

Q: log, 125|

A: Consider the following properties of logarithms: loga(a)=1      and      log(a)b=blog(a)

Q: 1 Use log,4 0.712 and log. 12~1.277 to evaluate log, 3 1. log,

A:

Q: Solve for x.

A: Logarithm is inverse of exponentiations. A logarithm is easy method to express large number and to…

Q: Choose the best answer. If log, 4 = 1.39 and log, 3 = 1.10, then log, 12 %3D O 0.29 О 1.529 O 2.49 О…

A: Find the value

Q: do the points (0,1), (1,5), (2,25) represent an exponential function?

A:

Q: Evaluate the expression.

A: To evaluate the given expressions, the following properties of logarithm will be used: The exponent…

Q: a) log,64 – log25

A: The given expression is log4645-log2515

Q: 21 ? Which of the following is equivalent to log, 5 O log, 3 · log, 7 log,5 glog, 21 O log, 5 – log,…

A:

Q: 4. If log,v =logox- (2logby+log,z), what is the value of v?

A: Logarithm s

Q: Which of the following is an equivalent expression for log, 24 . log2 6 – log24 log, 20 + log, 4…

A:

Q: Ismael made an error when he was evaluating log, 27 – log, 9. Ismael's work log; 27 – log3 9 log, 27…

A: note: As per our company guideline we are supposed to answer only one question. Kindly repost other…

Q: log, 8 + log, 11 = log, %3D

A: log38  + log311 we know that  logma +logmb= logm(a.b) here  a=8, b=11, m=3

Q: Given that log, (12) = 27.41 and log, (3) = 7.24 9.) Find log, (36)

A:

Q: If log, 2 = 0.5 and log, 3 = 0.79 , evaluate log, 6. **If your answer does not come out evenly,…

A:

Q: (a) log,16 (b) log,16 (c) log,625 (d) log, 1 531441 (e) log1 36 (f) log: 27

A:

Q: log+ log, 5 = log, 45

A: We know,  loga(x.y) = loga(x) + loga(y) By comparing the above equation with the given equation, we…

Q: a) If log, 8 b) If log, 16 3, then x = Preview 2, then x = Preview

A: (a) Consider the logarithmic term:

Q: What is the value of log, 81- log, 27? А. 1 B. -1 С.3 D. -3

A: The given expression is                                           log381-log327 To find the value of…

Q: 1 log,(x-1)-log,(x-4) = 2log, 232

A:

Q: Show that if log, a=c and log_ b = c, then log, y =c².

A: Using the properties of the logarithmic functions, it an be written that logbc=log clog b.  Using…

Q: Solve log, [log,(log, x)]=1

A: Given: log2(log2(log2x))=1

Q: (a) log, 5 = 1 1 (b) log, 32

A:

Q: log, 11 2.2 log, 10 2.1 log, 4 1.3 Find log, 40

A: log3 40 = log3 ( 4×10)  log ( mn) = log m + log n

Q: Evaluate these logs without a calculator: log4 1/16 log3 27

A:

Q: log? 36 +1 log? 256 − 2 log? 48 = − log?                  2

A: In the given question, concept of logarithm is used. Logarithm The power to which a number must be…

Q: Find the number, if possible

A: Since you have posted a question with multiple sub-parts, we will solve first three sub-parts for…