Answer:
(a)The implied cost of shortage per quart is = $4.75
(b) This could be viewed as reasonable figure, because is (approximately) equal to the loss per quart of strawberry.
Explanation:
Solution
Given that:
Mean =μ = 40
Standard deviation =σ = 6
Excess cost= Ce =$0.35
The amount ordered =S₀= 49
Thus
Z =(49 -40)/6
=1.5
Now
From the Table Z, we have the service level which is,
P(X <49 ) = P(Z < 1.5)
= 0.9332
Since we know that,
Service level (SL) =Cs/Cs+Ce
So,
0,9332 =Cs/Cs+0.35
Thus
0.9332Cs + 0.35* 0.9332 =Cs
0.0668Cs =0.32662
Hence
Cs = $4.75
(a) The implied cost of shortage per quart is = $4.75
(b) Therefore,this could be regarded as reasonable figure, because is (approximately) equal to the loss per quart of strawberry.
Answer:
I use coffee daily. The supply for the coffee I bought (Colombian Coffee) is few then the price is expensive. As the price is expensive I can only buy 2 pounds of this item per month. My demand is affected for the price that producers set to this coffee. I would like to buy more but then the supply of this product is limited therefore the prices will always be high.
Answer: push marketing strategy
Explanation:
A Push Marketing Strategy can sometimes be referred to as the push promotional strategy, and this occurs when businesses take their products to the customers.
In this strategy, different marketing techniques are used by the company to push their products to the consumers. This can be seen in the question given as Venus Inc. is utilizing different methods in order to accelerate the sale of its new product.
Answer:
Fixed Overheads Spending Variance = $5,000 Unfavorable(U).
Fixed Overheads Spending Variance = $20,000 Favorable (F).
Explanation:
Fixed Overheads Spending Variance = Actual Fixed Overheads - Budgeted Fixed Overheads
= $305,000 - $300,000
= $5,000 Unfavorable(U).
Fixed Overheads Spending Variance = Fixed Overheads at Actual Production - Budgeted Fixed Overheads
= ($5.00 × 64,000) - $300,000
= $320,000 - $300,000
= $20,000 Favorable (F)
"Fire size", "Atmosphere in the vicinity of the fire", "Fire fighter's evacuation path" are the correct answers.
