Suppose log2=a and log 3= c. Use the properties of logarithms to find the following. log,864b log,864b = ***

Q: Solve. log,(a) = 3 54

A:

Q: Condense each expression to a single logarithm using the properties of logarithm 2log(x) +…

A: Given that, 2log(x) + 3log(x+1) We have to convert this in single logarithm expression.

Q: log, 81 = 4log, |

A:

Q: Simplify the following into a single logarithm: 2 log(6) + 2 log(x) 62 O log x2 () 2.6 O log 2x O…

A:

Q: Write log, x + log, y as a single logarithm with coefficient 1.

A:

Q: 98 99 Evaluate: log+log+log+…+log +log 100 99

A:

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: Simplify 27 log 3

A:

Q: log 2 ( x2 -1) - log2 (9 x + 1 ) = 2 а. b. log 9 27 = m %3D

A: To evaluate the given logarithms.

Q: Let logb A=3 and logb =-4. Find logb AB

A:

Q: Express (logxa)(logab) as a single logarithm.

A: To simplify the given expression.

Q: Evaluate: log10 100

A: To evaluate the function , log10 100 Since the logarithmic rule says, logabm=mlogab and logaa=1…

Q: Condense and simply: log2(80)-log2(5)

A:

Q: Assume a > 0. Which of the following is/are NOT equivalent to the expression log, (20x²)? Olog, (2a)…

A: We have the expression: log3(20x2)

Q: Let log, A = 3.420 and log, B = 0.357. Find log, AB.

A: The formula of logarithm is: logaxy=logax+logay According to the question, logb AB=logbA+logbB…

Q: Evaluate:

A: The logarithmic expression is,