Answer:
One possible explanation is that the Blimpie franchisor is working properly since the franchisees are not receiving proper training and support in order to operate the franchise.
Another reason is that the Blimpie franchise model is simply not efficient (i.e. bad) and it is really hard to operate properly.
On the side of the franchisees, they might not have sufficient working capital since they budgeted higher revenues or lower costs. The franchisor shares the blame for this situation, since before establishing the franchise, the franchisor should request that the franchisee has enough enough working capital to operate the business properly.
Answer:
The correct answer is $473 (Unfavorable).
Explanation:
According to the scenario, the given data are as follows:
Actual overhead = $11,183
Budgeted Overhead = $10,710
So, we can calculate the controllable variance by using following formula:
Controllable variance = Actual overhead - Budgeted overhead
By putting the value, we get
Controllable variance = $11,183 - $10,710
= $473 ( Positive shows unfavorable)
= $473 (unfavorable)
Answer:
MRPL= $200 = wage rate when there are 5 workers
and MRPL = $1,200 = wage rate when there are 2 workers.
Explanation:
The computation of unionized is shown below:-
Marginal revenue product of labor = Marginal product × Price per unit
Workers Total Production Marginal Product MRPL
(per day)
a b b × $8
0 0
1 200 200 $1,600
2 350 150 $1,200
(350 - 200)
3 450 100 $800
(450 - 350)
4 500 50 $40
(500 - 450)
5 525 25 $200
(525 - 500)
6 510 -15 -$120
(510 - 525)
From the above table MRPL = $200 = wage rate when there are 5 workers
and MRPL = $1,200 = wage rate when there are 2 workers.
Answer:
The maximum contribution is $3,850
Explanation:
The contribution eliminate isn't pertinent if the single citizen under age 50 doesn't take an interest in the business supported arrangement and most extreme measure of $5,500 can be asserted for charge year 2019.
As Williams takes an interest in the business supported arrangement and he is under age 50, the IRA contribution will eliminate for money above $63,000 up to $73,000.The most extreme breaking point is $5,500
.
Compute the contribution as follows:
[($66,000 - $63,000) / ($73,000 - $63,000
)] × 100 = 30%,
Thus, 30% contribution will phase out and 70% of maximum limit is allowed. Therefore, maximum contribution is $5,500 x 70%, i.e. $3,850.
