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A discussion topic will be posted here shortly. You must reply to the question with your own response by Thurs Oct 31. You must also reply to the posts of 2 peers by Sunday, Nov 3. Please see the syllabus for discussion requirements. Each of your 3 posts should be a minimum of 300 words and use a properly formatted citation to support your ideas Here's this week's discussion: Part A: Describe a remote encounter, a phone encounter, and a face-to-face encounter that you have had recently. How did you evaluate the encounter, and what were the most important factors determining your satisfaction/dissatisfaction in each case? Part B: Think about a service organization that retains you as a loyal customer. Has your relationship with the company evolved over time? Why are you loyal to this provider? What are the benefits to you of staying loyal and not switching to another provider? What would it take for you to switch?

In the province of Jaén there are 50 thousand 523 homes, of which 24 thousand 882 are of the urban area. It is desired to know the status of the same, knowing that by studies previous p= 0.60 How many homes should be chosen in each area, using a level 95% confidence level, and a 6% error?

A particle moves in the xy plane with a velocity (which depends on the position) v ⃗=ai ̂+bx j ̂ , where a and b are constants. At the initial instant the particle is located at the origin (x(0) = y(0) = 0). Find the equation of the trajectory y(x).

6. Suppose you are playing a game of darts. The probability of success is 0.8. Calculate what will be the probability that you will hit the dartboard on the fifth try? give the formula to get 0.8

1)Graph the quadratic function 𝑓(𝑥) = (𝑥 + 2)2 − 1 a) Determine if parabola opens upward or downward b) Determine the vertex of the parabola c) find any x intercepts if exist by solving f(x)=0 d) find the y intercept by computing f(0) e) plot the x and y intercepts, vertex and additional point as necessary so connect point and graph the quadratic function above tips To graph 𝑓(𝑥) = 𝑎(𝑥 − ℎ)2 + 𝑘, 𝑎 ≠ 0 1. Determine whether the parabola opens upward or downward. If a > 0, it opens upward. If a < 0, it opens downward. 2. Determine the vertex of the parabola. The vertex is (h, k). 3. Find any x-intercepts by solving f(x) = 0. The function’s real zeros are the x-intercepts. 4. Find the y-intercept by computing f(0). 5. Plot the intercepts, the vertex, and additional points as necessary. Connect these points with a smooth curve that is shaped like a bowl or an inverted bowl.

A hiker Can average 15 minutes per mile. Write a rule in function notation to describe the time it takes the hiker to walk m miles

Given the equation sin(x)=ln(x) determine an interval of length 1 that contains the root of the equation

A) Judd is planning a party for his younger brother. He has 12 cupcakes and 16 balloons. What is the greatest number of children that can attend the party so each child gets an equal number of cupcakes and an equal number of balloons with nothing left over?

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differentiate g(t)=3t/2t+1