Starting from these two basic functions f(x) = 2^2x and g(x) = log2x, write the final formula for each after the following transformations: 1. Reflect on the y-axis. 2. Shift 1 unit to the left. 3. shift 1 unit down

Q: (B) 3 log, (2x – 5) -8= 7

A:

Q: Choose the graph of y = log,(z) %3D - -7 -6 -3 4 -2 1. -7 24 -2 -2 -7

A: y=log4(x)

Q: Find the domain of the function. f(x) = log (x+ 10) %3D O A. (- 10,00) Ов. O B. (1,00) c. O C.…

A: Domain is the possible values of x.Inside logarithm we should have positive numbers only.

Q: Graph the function. y = log 1/2x

A: Explanation of the answer is as follows

Q: log3(x + 1) = –1

A: Please see the answer below

Q: find the domain of each function.

A: h(x)=log3xx-1

Q: Graph the function f(x) = log2 x.

A: To graph the function, fx=log2x

Q: The graph of the function y = –log(x +2) can be obtained from the base function log(x) via: Select…

A: Given y=-log(x+2), it can be obtained from the base function f(x)=log(x)   so if f(x)=log(x), then…

Q: 5log. (x) – 7log, (xy) – 3log,(z) -

A: Answer and explanation is given below..

Q: For each sequence of transformations of the parent function y = log x, write the equation of the…

A:

Q: Rewrite each equation in: 11. exponential form log4 = -2 16 12. log form = 16 112

A: 11 Given equation is log4116=−2. We have to write the given equation in exponential form. Use log…

Q: 10. Sketch the curve y = 7a showing clearly the behayior of the curve near its asymptotes and x+2…

A: Given  curve is y=x+2x+1.

Q: solve for y: logy = 2a+logb

A: We have to solve for y for the given equation, log y = 2a + log b

Q: 2. State the transformations from the dotted to the solid line. Then write the equation of the solid…

A: Here we find the equation of logarithmic function.

Q: 3* +9 y = log 5 %3D

A: Given: y=log53x+92 For finding inverse of given expression, we first find x in terms of y then…

Q: Simplify the following expression. Write as a sing 6 In y - 1 In x +8 In z

A: The given logarithmic expression is 6 ln y-1/7 ln x+8 ln z.

Q: y = 6 log, (-4x) –7

A: Introduction: For a given function y=fx, its inverse function is x=f-1y. The necessary and…

Q: 4. Graph: y=f(x)- log 2(x+4)

A:

Q: Match each equation with a graph above In(x) a. green O 107 b. black c. blue d. red log(x)

A: .