This would be the temperature. Hope this helps!!!
Answer:
C(100) = (75 x 100) + (200 x 100) = $27,500
Explanation:
the initial cost function of producing bikes is:
C(x) = 75F + 100W
the initial cost to produce 1 bike = $75 + $100 = $175
if the cost of wheels increase to $100 each, then the cost function is:
C(x) = 75F + 200W
in this case, there is not much to calculate since every bicycle must have 1 frame and 2 wheels, that means that in order to produce 100 bicycles you will necessarily need 100 frames and 200 wheels. Labor is not considered in this cost function, so any cost minimization strategy is limited to using the minimum amount of parts:
C(100) = (75 x 100) + (200 x 100) = $27,500
Answer:
15,351.00 unfavourable
Explanation:
<em>Material quantity variance occurs when the actual quantity used to achieved a given level of output is more or less than the standard quantity.</em>
<em>It is determined by the difference between the actual and standard quantity of material for the actual level of output multiplied by the the standard price</em>
gram
300 units should have used (300× 4.6) 1380
but did used <u>2,400</u>
1020
Standard price ×<u> 15.05</u>
Material quantity variance 1<u>5,351.00</u> unfavourable
Answer:
1st question: B. inform you of coming trends.
Even after understanding your customer segment and satisfying your customers, you have to keep up with the market trends and the changing needs of customers if you need to be successful.
2nd question: C. Provide check boxes for each choice.
A simple question and check box type questionnaire is the best way to get customer feedback as it consumes less time to fill.
Explanation:
Answer:
positively.
Explanation:
The <u><em>correlation </em></u>between education and income is positive a more educated person will always have a better income than one that is not. But along the statistical distribution of this<u><em> correlation</em></u> there are people that <u><em>deviate </em></u>for the curve <u><em>(standar deviation)</em></u> and even though they are educated they do not earn as much money to others that have the same level of education.
