3. Write the following expressions in terms of logs of x, y, and z. c. log xy2 a. logx²y b. log. z8

Q: m=4 , n=5 2 log, 641.B = <+3 = 4 10 1.c=* 2. LetA = 4 4 21 т -7 and D = -1 Find X, if ABT +…

A: Two matrices A=a1a2a3a4 and B=b1b2b3b4 can be multiplied using the rules of matrix multiplication.…

Q: = If log, (x+ 1) = then x اختواحد الخيارات 20 3 2.

A: Given log9x+1=12 Apply log rules logbx=yThe anti logarithm is calculated by raising the base b to…

Q: Given that log, (2) - 0.29 and log, (3) - 0.46 , evaluate each of the following: a) log,(16) × b)…

A:

Q: Condense to a single logarithm. 3 - log 8 (m) – 2log 8 (4n) – 31og 8 (5k) 5 log (4n)² (Sk)³ log s…

A: Given problem:- (3/5)log8(m)-2log8(4n)-3log8(5k) To find:- Condense to a single logarithm

Q: Suppose log, (3) = m, log„(5) = n, and log.(7) = z. Find the following: %3D 25 a) log.(15) b)…

A: Given: loga(3)=mloga(5)=nloga(7)=z

Q: Express the below expression as one single log. 3 + 0.5log, x + 0.5log,y - 3log ,z

A: Given,3+0.5log3x+0.5log3y-0.5log3z

Q: S(x) = log, (4x + 11. Find /"(2).

A:

Q: Choose the letter of the log form that is equivalent to y = 2x+1 A. log2y = x + 1 B. log 2 x+ 1 C.…

A:

Q: Given that log 2 = x, log 3 = y and        log 7= z, express the following expression in terms of x,…

A: We will write 0.3 as fraction. That is 3/10

Q: 3. Expand the logarithms below: log,(3x'y^y' b. log log (– 2a²b*)* а.

A: Solution:  The objective is to expand the given logarithmic functions

Q: If y = log, x then x = y* %3D %3D Select one: O True False

A: Given that ,                 Now, by the definition of logarithm, if and only if       Here,  and…

Q: Evaluate the following: log, a Find y in terms of x for In(y+1)=2– 3 In.x

A:

Q: 2y3 a, log2 y = b, and log, z= c, which of the following is equal to log, Given that log, x = O 2b –…

A:

Q: 3. Write the following expressions in terms of logs of x, y and z. (1) log a?y (2) log (3) log 24

A: We will answer the first three subparts since exact number of subparts (up to 3) was not specified.…

Q: Suppose log. (x) 2 and log, (y) = 5. Find the following: %3| a) log. (r?y) b) log. (y³) c) loga

A: *concept:- use "log" properties.

Q: Determine the expanded form of the following log expression log5(x^-7y^5/z^10)

A: We need to determine the expanded form of the following log expression log5x-7y5z10. So,…

Q: Condense to one logarithm: 7 log, æ – 6 log, y + 5 log4 z Which answer is correct? A log (7x + 6y +…

A:

Q: If a = r*y-2z=1, then log a equals to: O 3 log a 2 log y log z 3 log z 2 log y log z 3 log z log…

A: If a=x3y-2z-1, log(a) equals to :

Q: x* + y* ди ,showthat ди + y- 3 If u(x,y) =log х+у ду

A: For the given  u(x,y) =log(x4+y4x+y)

Q: Match each exponential equation with its log form. 3 = 9 a = c 167 = 4 2 = 123456789 : log (9) 2 :…

A:

Q: Condense to one logarithm: 7 log4 x – 6 log4 Y + 5 log4 z Which answer is correct? (A log (7x + 6y +…

A:

Q: If log, æ = 0.63, log, y = 1.46, and log, z = 1.77, loga

A: As we know that, The logarithmic properties: 1). logaxb=b·logax 2). logaxy=logax+logay 2).…

Q: Given that log x = 3 and log y = 4, find log Vx3y2. O 6.93

A: Using the properties of logarithm we expand it

Q: 2) Choose the best answer. If log, 2 0.69 and log, 8 = 2.08, then log, 4 = %3D %3D 1.38 O 1.39 0.36…

A:

Q: x = log, 70 and y = log₂ 70, then

A: x=log970, y=log270 We have to find the relation between x and y

Q: 6log,x – 4 log,y – 2log,z = |||

A:

Q: Simplify the following expressions into Single Log: I. 2 + logs (x*z2)– 3 log5(zx)?

A: To simplify- The above expression. Identity Used: 1.logm·n=logm+logn…

Q: Suppose log, (3) = m, log. (5) = n, and log.(7) = z. Find the following: d) loga v7 e) log, (49) f)…

A:

Q: Expand the following expressions a.) log5xyz b.) log6(3x/y3z)2

A: Given : a.) log5xyz b.) log6(3x/y3z)2

Q: If log, 2 = x and log, 3 = y, evaluate the following in terms of x and y: 4x+2y a) log, 144= (b)…

A: Here, given that logb2=x, logb3=y

Q: Which of the following expressions is equivalent to log(3) - 2 log(2x) + 3 log(y2) show your work…

A: Using logaritms formulae loga+logb=logabloga2=2logaloga-logb=logab We have given log3-2log2x+3logy2…

Q: 2. Write each of the following single logarithm. as a b) (4 log,(x)– 2 log, ())–3 log, (w)

A: Solve the following

Q: Express each of the given forms as a single logarithm (1)5(2log x + 3 log y – 2 log z) (2)log 6 +…

A: See the attachment

Q: Suppose log, (3) = 13 and log, (5) 19. Find the following: a) log,(15) b) loga (25) c) log

A:

Q: Which expression is equal to log a + log y – log 2? log yz O log (æyz) xy log () Olog 1. xyz

A:

Q: Condense to a single logarithm. 3 - log 8 (m) – 2log8 (4n) – 3log 8 (5k) 5 m' log (4n)² (5k)³ Vm³…

A: We have to condense the given logarithm in single logarithm 35log8m-2log84n-3log85k

Q: Condense the following log expression. -2log3(xy)+4/5log3(z)^10+log3(x+1)

A: Condensing the logarithmic expression.

Q: If 15,18 log (14¹) A = B = = C: = = A log(x) + Blog(y) + Clog(z) then

A:

Q: The final answer is written as a single logarithm.   7log(x)−8log(y)+2log(z)=

A:

Q: Condense to a single logarithm. 3 - log 8 (m) – 2log8(4n) – 31og 8 (5k) 5 log (4n)² (5k)³ Vm³ log s…

A: Solving the problem by finding the given expression to a single one.

Q: Given that log2=x, log3=y, and log7=z, express log15 in terms of x, y, and z.

A: Given that, log2=x,  log3=y,log7=z The objective is to express log15 in terms of x, y, and z.

Q: Each of five students made a different statement about the graph of y= 0.5 log x.

A:

Q: Select all expressions that are equal to log, 8. A: log, 20 3: log, 125 E: log10 100 D: log10 1000…

A: NOTE: Refresh your page if you can't see any equations. . the given expression is

Q: Q5) Find (x) a) log,(27) + log,(x) = 3.5 b) 2log,(x) – log,(x + 6) = 1 c) log,(x) + log.(x+ 5) = 2…

A: Given: logx(27) + log9(x) =3.5 2log3(x) - log3(x+6)=1 log6(x) +log6(x+5)=2

Q: Which of the following points are included in the graph of y= log, ( +5)? Select ALL points where…

A: We will find out the required solution.

Q: Express as a single logarithm 15. 2log(b) + 3 log(c) 16. 2log(a) – 4 log(b) 17. log(a) + 2 log(c)

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

Q: Express as a product. log A (y)

A: