Answer:
A) we requiere to fulfill the Vitamint contrains or surpass them A => 12 C=>6
B) we request that instead of fullfilling the vitaming requirement to be 12/6 or more
to be exactly for this amount.
Explanation:
We set up the situation in excel Solver with the following constraing:
1 2 3 4
A 3 3 1 7
B 3 1 1 1
C 12 6 24
C2 = A1*A2 + B1*B2
C3 = A1*A3 + B1*B3
C4 = A1*A4 + B1*B4
common constraing:
C4 min
A1 = integer
B1 = integer
A) constraing
C2 => 12
C3 =>6
B) contraing to achieve the exact value for each vitamin:
C2 = 12
C3 = 6
Answer:
Ethical dilemma
Explanation:
This scenario causes a situation of ethical dilemma or also known as ethical paradoxes or moral dilemma. In ethical dilemma both the available choices are wrong and are conflicting with each other the decision between right and wrong is ethics, but when such a situation arises the decision is to be taken by the person facing this ethical dilemma and his/her actions solely depends on the moral choices of the person and his/her views about ethics.
Answer:
nothin
Explanation:
They don't work hard enough
oh no
our table
it's broken!!!!!!
The place in the quadrant where there is the focus is on leveraging current core competencies to improve current market position is known as:
- existing competence--existing market
<h3>What is a Market?</h3>
This is a place where buying and selling of goods or services takes place and a currency of value is exchanged.
With this in mind, we can see that in the existing competence--existing market, there is a focus is on leveraging current core competencies to improve current market position.
Read more about markets here:
brainly.com/question/26098648
Answer: 3.22
Explanation:
Given that;
mean = 2.5 min
standard deviation = 0.25 min
now to get the value of X required, we say
z = (x - u) / a
where z is the distance from the mean measured in the standard deviation units, x is the value we are interested in, u is the mean distribution, a is the standard deviation of the distribution.
the time delay should be just enough to allow 99.8% of the cabinets to dry completely = 99.8/100 = 0.9980
first we determine an appropriate z value.
Using the standardized normal tables,
value of z for approximately 0.9980 is 2.88
so using our initial equation z = (x - u) / a
we substitute the value
z = (x - u) / a
2.88 = ( x - 2.5) / 0.25
2.88 * 0.25 = x - 2.5
0.72 = x - 2.5
x = 0.72 + 2.5
x = 3.22
