Answer:
a) 0.667
b) Yes
Explanation:
Data provided in the question:
Mean = 0.04
Standard Deviation = 0.003
Upper Specification Limit, USL = 0.046
Lower Specification Limit, LSL = 0.034
Now,
a) Capability Index is given as:
Cp =
or
Cp =
or
Cp = 0.667
Also,
Cpk = min(
or
Cpk = min(
or
Cpk = min( 0.667
, 0.667 )= 0.667
Since,
Cp and Cpk are same in this case
therefore, it is ideal condition and process is capable
b) yes
Answer:
(a)<u> Backward vertical integration</u> (b) <u>Forward vertical integration</u> (c) <u>Backward vertical integration</u>
Explanation:
(a) An academic medical center is an example of backward vertical integration. The specialist and faculties from the university will provide treatment to the patients. Such medical centers have tertiary service with several intermediaries.
(b) Here, there is no intermediary between patients and general surgery group. The general surgery group treat patients directly. So here there is a forward vertical integration system.
(c) A manufacturer of durable medical equipment will supply to retailers who in turn supply these to hospitals where the patients will receive service from these equipment. So, it is an example of backward vertical integration.
Options:
a. sustainability
b. cause-related
c. social
d. green
Answer:
<u>cause-related</u>
<u>Explanation:</u>
We need to take note that Chili's support for St. Jude Children's Hospital isn't all about promoting their brand, but towards promoting a social cause, namely St. Jude's School Program which would ensure children receiving medical care in the hospital can stay up-to-date with their school assignments.
Their actions as a popular restaurant chain could go a long way by encouraging other companies to support social causes.
Answer:
4.28 grams
Explanation:
The z score is used to determine by how many standard deviations the raw score is above or below the mean. The z score is given by the formula:
Given that:
P(x > 5.1 grams) = 5%, x = 5.1 grams, σ = 0.5 grams
P(x > 5.1 grams) = 5%
P(x < 5.1 grams) = 100% - 5% = 95%
P(x < 5.1) = 95%
From the normal distribution table, 95% corresponds with a z score of 1.645. Hence:
As not everybody can afford designer items, those who can, typically buy such items to increase their self-esteem, and/or view it as an accomplishment. Also, many will do so in a way to view themselves in a higher class than others.