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

Q: 4 If y = x, then F z = log.y G y = log,z H x = logry z = log,x

A:

Q: If w=log(ysinx+xsiny) then prove that wxy=wyx

A: If w=log(ysinx+xsiny) then prove that wxy=wyx

Q: 1. If 3= log5A and 2=log;B evaluate logs B

A:

Q: Express x in term of y if: log,xy =2 +2log,x -3log,y

A: Given that:  log4xy=2+2log4x-3log4y We have to express x in the form of y.

Q: Express the indicated logarithm in terms of ?, ? and ? with the assumptions that log 2 = ?, log 3 =…

A:

Q: Show that |Log(2)| < | In |2|| + T.

A:

Q: 8. If logax = loga6, then x = M 9. logaN In 8 10. True or False. = 2. In 4

A:

Q: log,,3 + log, (4x + 1) = log,o (x +1) +1

A:

Q: dz dz +y дх = 50 +x4°y+y5° ), Prove that x ду If z= log (x50

A:

Q: Compute the deriv: (c) y= log2 |¤|

A: Here we have to compute the derivative  c) y=log2x d) y=x3-1x4+1

Q: 19. If logx y + log, x = 2.9 and xy = 128, find x + y. 24 O 20V2 O 36 O 34V 2 O 66

A:

Q: One of the following is False: Select one: o Log(z122) = Log(z1) + Log(z2). %3D O dogz = z if z# 0.…

A:

Q: 1 1 1 The value of log, n log,n SI- log,™ -+- t.

A:

Q: One of the following is False: Select one: O Log(z12) = Log(z1) + Log(z2). Oi elogz = z if z # 0.…

A: Solution:

Q: 16 of 25 Condense to a single logarithm. 3 log 8 (m) – 2log 8 (4n) – 3log 8 (5k) 5 log (4n)² (5k)³…

A:

Q: 6. If 16 and log,(x – y) = 2, calculate the values of x and y algebraically. 1/2

A: Given,12x+y=16and log8x-y=2

Q: 2. Misalkan CR adalah lingkaran dengan pusat di titik asal dengan jari-jari R > 1. Buktikan Log (z2)…

A: Here we show that ∫CRLogz2z2dz&lt;4ππ+lnRR

Q: log, 5= 0 1 O 6 8. 0 7 O 5

A: To find

Q: 33. In 8 In Problems 37-56, write ec 37. log, 36x 41. In(ex)

A: Kindly keep a note in step 1️⃣ stating that as per our guidelines we are supposed to answer only 1️⃣…

Q: 7. If log,w= and log; x+logs y=1 , then what is the value of 13 w3D 7 log, +log, 36x y ?

A:

Q: One of the following is False: Select one: Log(z12) = Log(z11) + Log(z2). %3D dogz = z if z 0. %3D…

A: Given :- find the false statement.

Q: 11) Given that log, 6= m and log, 5 =n, show that log, 10 = mn+m-1 %3D 12) Solve for x in the…

A:

Q: Show that log, (x + Vx² – 1) + log,(x – Vx – 1) = 0.

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

Q: 2. Expand the following natural logarithms: In(zx'y") b. In- zy а.

A:

Q: In LRT reject H, when Ais small, so we reject H, when the value -2 log A is small Select one: True…

A: Answer : False

Q: In LRT reject H, when Ais small, so we reject Ho when the value -2 log A is small Select one: True…

A: Answer : False

Q: Suppose that consumers have utility function U(C) = log(C) where C is the consumption level and log…

A: Expected utility is, = 0.4*ln(90) + 0.6*ln(95) = 4.5322

Q: Prove that log(x + y) = log(x) + log(y) if, and only if, y = 1, where x > 1.

A:

Q: . if võ =o, i =1 and Ju = 2 estimate 13 %3D by constructing Logrange polynamial, Itn with the exact…

A:

Q: Given that x, y, z >1 and w be a positive number such that log, w = 24, log, w = 40 and logrvz W =…

A:

Q: -Given that p log, 5, q log, 2 express the following in terms of p and/or q. log, 0.625

A:

Q: 8. Let b be a positive real number not equal to 1. Determine the solution of the equation log, (2z –…

A: See the solution step by step.

Q: 6) Given that x = log, b. write down an %3D expression for b in terms of a and x. log, t that log, t…

A:

Q: log, x + log, y+ 6log, -

A: Using Rule's of Logarithm

Q: Suppose log, (X) = 1.4, log,(Y) = 2.2, and log, (Z) = 2.4. Evaluate the following two expressions.…

A: To find the required value of logarithmic expressions. We use some basic properties of logarithmic…

Q: ,162,20 If log A log(x) + Blog(y) + C log(z) 27 A = В - C =

A:

Q: Since the data obtained as a result of 10 observations of an experiment is ∑ log niXi = 8.2431, what…

A: The geometric mean of this experiment is, G=Antilog∑logniXin=Antilog8.243110=Antilog0.82431≈2.2803

Q: Suppose log, (x) = 2 and log, (y) = 5. Find the following: d) log.(V) e) log, (x + 2y) f) log,(y")

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Q: The logarithm of the ratio of the output to the input current of a transistor is called its current…

A:

Q: 4- If X is an exponential with parameter 1, then 2X is chi-square with 2 degrees of freedom. O True…

A:

Q: Without using log tables prove that 1orsid ei boeu ss to 16 +12 log10 15 25 +7 log10 24 81 = 1 80…

A:

Q: b) Given that log, (y-1)+log,|| |= z and log, (y+1)+log, x = z-1, Show that y? =1+8² and find the…

A:

Q: 16 of 25 Condense to a single logarithm. 3 log 8 (m) – 2log 8(4n) – 3log 8 (5k) Vm log (4n)² (5k)³ 3…

A:

Q: 12) eiven AMUEÍVRTAMA, S C«) X22x<0 2x+1, 0<xL2 a) Evaluate f at x = -1,0, and 5. If not defined,…

A:

Q: why the discrete log problem mod p = 100000005821 is especially insecure.

A: first  of all we must know about the discrete log problem.if G is multiplicative cyclic group and g…

Q: 3-Given that a=log, 3 and b=log ,6, find log, 24 in terms of and b

A:

Q: Show beta (a,b) belongs to the z- parameter exponential family.

A:

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.