log 21.1 = 0 In V = 0 11

Q: bosignment Solut 2 (ogx + 3 lo9 03 Y=16 U5 *2 legt 3og R 61

A: Given a 2log5x+3log3y=16b 3log5x-2log9y=2

Q: 2 Find x so that log10 x = log, 10

A:

Q: Solve for x. 0=log (base 5)x

A:

Q: log y11 ( express as a product)

A: Given query is to find the product expression.

Q: 0.30=log(2pi/root g)

A: This problem is related to logarithmic equations.

Q: Suppose log. (2) = 3 and log.(5) = 7. Find the following: %3D %3D a) log. (10) b) log.(25) c) loga

A:

Q: Solve y = log5 x

A: Our Aim is to solve y=log5 (x) -(i)

Q: Differentiate. y = log 5 (1 + 2x)

A:

Q: log2x=5 A.X=125     Log3x=3   B. X=64 Log5x=3       C. X=27   Log8x=2 D. X=32

A: Given query is to solve the logarithmic expression.

Q: log2 16 = x then x =

A:

Q: ove or disprove: log9 n = Θ(log3 n)

A: To Prove or disprove: log9 n = Θ(log3 n).

Q: Solve the equation log3 (log, r) = log, (log3 r)

A:

Q: compute log(0.01)

A: Find the value of indicated logarithmic expression.

Q: log (Va+1+1) = 3 log Vr – 40

A:

Q: 5 If logioC = y, then A C = 10y B C= 10 C = y10 10 D

A: we have to find C from the given equation

Q: 3. loga ar =_______

A: Given:  loga ar =_______

Q: Prove: logaxr = r loga x.

A: Given equation: loga xr=r loga x

Q: Suppose log. (2) = 3 and log.(5) = 7. Find the following: %3D

A:

Q: Solve the following log equations for x:

A:

Q: Propagate the error in the following expression: − log(0.0875 ± 0.0005) =

A: To determine the error in the below expression. −log0.0875 ± 0.0005

Q: Solve for x. 8 log 10X= 5.9

A: 8log10x=5.9 To find x

Q: logaz=5. find loga (1/z).

A: Given: loga(z)=5

Q: logaM/x=logaM1/x Is it true or false?

A: logaM/x=logaM1/x

Q: look for y 6.00= 5.35 + log y/20-y

A: The given equation is 6 = 5.35 + log(y/20-y) we need to solve for y. when log alone is given, it…

Q: log (8m²n³) is

A: to find log (8m²n³)

Q: If loga 2 = 0.41loga 3 = 0.64loga 5 = 0.94 loga(9a8) = ?

A: Compute the value of loga(9a8) as follows.