Answer:
The unstated assumptions in the problems given is that the company may require more units of aluminium and steel, which would allow for producing more bicycles.A linear programming model cannot account for this.
Explanation:
Linear programming model: this is an algebraic description of te objectives to be minimized and the constraints to be satisfied by the variables.
Answer:
The percentage decrease in utilization is 83.33%
Explanation:
According to the data, we have the following:
Coefficient of variance, m = 3
Arrival rate, ra = 45 per hour
Service rate, re = 18 per hour per lane
Therefore, in order to calculate the percentage decrease in utilization when one more checkout lane is added to the system, we have to use the following formula:
So, percentage decrease in utilization = ra / (m.re)
= 45 / (3*18) = 0.833
The percentage decrease in utilization is 83.33%
Answer:
$737,000
Explanation:
The computation of the current earnings and profits this year is shown below:
= Taxable income - federal income tax paid - disallowed entertainment expenses + tax-exempt interest - net capital loss
= $1,200,000 - $408,000 - $25,000 + $20,000 - $50,000
= $737,000
Since we add the exempted interest and deduct all other expenses, losses, and taxes to the taxable income so that accurate value can come
Answer:
4 years
Explanation:
The computation of the payback period is shown below:
Payback period is
= Cost of a Machine ÷ Annual cash flow
where,
Cost of a machine = $24,000
And, the annual cash flow is
= Net Income + Depreciation expense
= $2,000 + $4,000
= $6,000
Now placing these values to the above formula
So, the payback period is
= $24,000 ÷ $6,000
= 4 years
Answer: e) $6,506.04
Explanation:
Employees do not pay FUTA or SUTA. Employers pay those.
Ms. Grant's net pay for the month therefore is;
= Gross earnings - FICA Social Security - FICA Medicare - Federal Income tax withheld
= 8,588 - (6.2% * 8,588) - ( 1.45% * 8,588) - 1,424.97
= 8,588 - 532.46 - 124.53 - 1,424.97
= $6,506.04
