log 3x 0.477 and log 70.845. Use these values to evaluate log, 147. log a 147 = (Simplify your answer.)

Q: Use natural logarithms to evaluate logarithm to the nearest thousandth. log1.2 0.95

A: Given logarithm is: log1.2 0.95

Q: 6. A student is asked to find the value of the following logarithmic function without using…

A:

Q: give

A:

Q: Solve the logarithmic equation for x. (Enter your answers as a comma-separated list.) log(8x + 9) =…

A:

Q: log(0.01) Solve.

A: Consider the given expression log (0.01).

Q: Suppose log, 2 = 5 and log, 3 = 8, find: a) log, 18 b) loga i 4

A: we know that  log ab = log a + log b  log a/b = log a - log b  log ab = b log a

Q: Determine the exact value of the given logarithm. log 3 V9 log 3 6, (Simplify your answer. Type an…

A: We will use basic logarithmic properties to solve our question.

Q: log 30.477 and log, 5 0.699. Use these values to evaluate log, 75. log, 75 =

A: Given that loga3≈0.477, loga5≈0.699 To find: loga75

Q: log2 0.301 and log a7≈ 0.845. Use these values to evaluate log 98.

A:

Q: log, (x-5)+log,(x+3) =1

A: To find log9(x-5)+log9(x+3)=1

Q: loge of Tog, 1 8.

A:

Q: Write log, (3x+1) in terms of natural logarithms. Select one: In 5 In(3x+1) O In(3x+1) In 5 Зх+1 In…

A: We know that

Q: log(x) is the exponent to which the base 10 must be raised to get -Select---v. So we can complete…

A:

Q: Use common logarithms to solve for x in terms of y

A: The function given is , y=ex+e-xex-e-x. Let z=ex. y=z+1zz-1zy=z2+1zz2-1zy=z2+1z2-1

Q: log(x) is the exponent to which the base 10 must be raised to get ---Select---v So we can complete…

A: We know that logx is the exponent to which base 10 must be raised to get x. Example: log10x=x…

Q: Express given logarithm in terms of a and b: If log 2 =a, log 7=b, then log 56

A:

Q: Solve the logarithmic equation for x. (Enter your answers as a comma-separated list.) log2(5 - x) =…

A:

Q: What is log and how/why is it used?   Example: t=log(1.298)/log(1.03)

A:

Q: Evaluate the logarithm without using a calculator. Show work to support your answer. (In = log.) a)…

A:

Q: Find the exact value of the logarithmic expression without using a calculator. (If not possible,…

A: let y = ln(e23) we know that mn = m1n∴y = ln(e2)13

Q: Use the Laws of Logarithms to combine the expression. 3(log5(x) + 3 log5(y) − 5 log5(z))

A:

Q: then find the log of 24

A:

Q: Use properties of logarithms with the given approximations to evaluate the expression. log ,5x 0.699…

A:

Q: Use properties of logarithms with the given approximations to evaluate the expression. log a70.845…

A: to find the value of given expression

Q: log7(0)

A: To find: The value of log70. Given: The expression is log70. Concept used: If logaN=x then ax=N.

Q: 4) Find log:(60) using the properties of logarithms, give final answer as a decimal.

A: Here, We need to find the value of log560 using the properties of logarithms.

Q: Use log, 20.401, log, 3≈ 0.503, and log, 5 0.794 to approximate the value of the given logarithm to…

A: Given : logb2≈.401 , logb3≈.503 and logb5≈.794 To find : logb75≈?

Q: 48. Determine the exact value of log, 4.

A:

Q: Rewrite the expression 5 log æ – 5 log (x? + 1) + 2 log(x – 1) - - as a single logarithm log A. Then…

A:

Q: log 30.477 and log,5x 0.699. Use these values to evaluate log, 75. log 75= %3D

A:

Q: log 101,300,000 is between 6 and 7 Is the statement true or false? O True O False

A: log101,300,000=6.113943352 Which value lies between 6 and 7.

Q: hange the logarithmic equation to an equivalent equation involving an exponent. log 216 = 4

A:

Q: Solve the logarithmic equation for x. log5 x + log5(x + 1) = log520

A: Given: log5 x+log5x+1=log5 20 To Find: To solve the given equation for x.

Q: Use a calculator to find the logarithm. Give an approximation to four decimal places. log 3473 ln…

A: Log 3473 is the logarithm of 3473 to the base 10. Using calculator log 3473 = 3.5407

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

A:

Q: . Use log, 2 = 0.356, log, 3 = 0.565, and log,5 = 0.827 to approximate the value of the given…

A: Given, logb2 = 0.356 logb3 = 0.565 logb5 = 0.827

Q: If log3 14 A log3 x + Blog, y then A = В -

A: We have to find the value of A and B from the given condition

Q: Solve the logarithmic equation for x. (Enter your answers as a comma-separated list.) log(5x + 7) =…

A: Logarithm equation

Q: 3. Evaluate a) log5 () b) In e24 c) logn n3.45 25,

A:

Q: Find the largest value of æ that satisfies: log, (x²) – log,(x + 5) = 4 You may enter the exact…

A: To solve largest x in log5x2-log5x+5=4

Q: If log, 5 = 0.8 and log, 3 = 0.5 , evaluate log, . **If your answer does not come out evenly, round…

A:

Q: Use natural logarithms to evaluate logarithm to the nearest thousandth. log2.80.12

A: To find :-  log2.80.12  Method :-  We use logarithmic properties

Q: 5. Condense log, a + log, (x - 3) into a single logarithm term then solve the equation log, x + log,…

A: The detailed solution is given below Thank you

Q: What is the value of log, 8? Enter your answer in the box. log2 8 %3D

A: Find: log28 = ?

Q: If log ,5=1, log ,3 = 0.7, evaluate the following. 5 log b3 log 3-0 (Simplify your answer.)

A:

Q: Use the properties of natural logarithms to simplify the expression. In(eln(e))

A: Simplify

Q: seismology, common logarithms are used to measure the intensity of earthquake e Richter scale. If R…

A: Given: Amplitude, A=5000 micrometer Period, P=0.1 second              R=logAP The objective is to…

Q: log432 +2092 =?

A: We now that logbx=y.