Here are the options:
A. Check the receiving room for the product to be in the shelves.
B. Let them no the truck comes in on Tuesday.
C. Tell the Customer to check back again later.
D. Show the Customer the other brands of Shampoo that's available on the shelf
Answer:
<u>D. Show the Customer the other brands of Shampoo that's available on the shelf.</u>
Explanation:
This is the option because it provides an opportunity to still make a sale. Remember, the customer only complained of not seeing a particular brand
It therefore, means that if shown other brands of Shampoo that's available on the shelf they may opt-in to buy them.
Answer:
you do not obtain the right to vote on the selection of specific securities for the portfolio
Explanation:
As a shareholder of a mutual fund you have many rights available such as voting proxies, receiving semiannual reports, and voting rights. Unfortunately, you do not obtain the right to vote on the selection of specific securities for the portfolio. The only individual that can make this decision is the fund manager. This individual is the one that analyzes different securities and chooses the ones that will round out and diversify the mutual fund nicely while at the same time maximizing ROI potential.
<span>Catherine will lose the case since she did not sustain any damages. However, there is a slim (and very unlikely) chance that T</span>om's will might agree to settle if Catherine claims damages in terms of emotional trauma.
a) Four inequalities
- Variables:
number of adult tickets = a
number of student tickets = s
- An adult ticket costs $15 and a student ticket costs $11<span>
=> sale = 15a +</span><span> 11s
- The auditorium will seat 300 ticket-holders =>
(1) a + s ≤ 300
- The drama club wants to collect at least $3630 from ticket sale =>
(2) 15a + 11 s ≥ 3630
(3) a ≥ 0
(4) s ≥ 0 </span>
Graph
- Draw the s-axis, and highlight the positive part (s ≥ 0)
- Draw the a- axis, and highlight the positive part (a ≥ 0)
- Draw the line <span> a + s = 300 ; use the points (0,300) and (300, 0) which are the extremes of the line
- Shadow the region below the line (a + s ≤ 300)</span>
- Draw the line 15 a + 11 s = 3630; use the points (0, 242) and (330,0) which are the extrems of the line
- Shadow the region above the line (15a + 11s ≥ 3630)
The solution is the region that you shadowed twice: a triangle, located between the two inclined lines, at the left of the shadowed region.
b) List three combination of tickets that satisfy the inequalities
Choose some points that are in the solution region. For example:
1) s = 10, a = 250
2) s = 40, a = 240
3) s = 0, a = 300
