Answer: Yes, they could save about $5 less per month and still have enough money.
Explanation: Arthur is 10 years old. Tuition for one year at a public two-year college is $3,125. In 8 years, tuition is expected to increase 32%. Arthur’s family plans to save for his college costs for 5 years. If the family saves $75 per month, will there be enough money to pay for the expected cost of one year at the college when he is 18?
Yes they could save $75 and still have enough money to pay for one year at the college when he is 18.
Workings=
12( months) x 5 (years)= 60 months
If the family save $75 monthly for 5 years
$75 x 60 (months)= $4500
At the end of the family 5 years savings, they would be having a total of $4500 which would be more than enough to pay for the expected cost of one year at the college when he is 18.
Answer:
d) manage inventory prior to items reaching the sales floor
Explanation:
RFID (Radio Frequency Identification) systems transferred inventory management as pioneers in automatic identification. Prior RFID, the warehouse workers had to manually check items through barcodes. Therefore, RFID transformed the whole inventory segment.
Afterward came the other applications of RFID.
Given:
marginal factor cost of 75 per day after hiring 2nd worker.
market wage is now 62.50 per day for both workers.
62.50 x 2 workers = 125
125 - 75 marginal factor cost = 50
The first employee earns 50 per day when she worked alone.
Answer:
Variable cost per unit = $1.5 per unit
Fixed cost = $14,558
Explanation:
Variable cost per unit
= cost at high activity - cost at low activity/High activity -low activity
=$(74,798- $41,663) / (40,160 -18,070) units
= $1.5 per unit
Fixed cost
Total fixed cost = cost at high activity - ( vc per unit × high activity)
= 74,798 - (1.5 × 40,160)
= $14,558
Variable cost per unit = $1.5 per unit
Fixed cost = $14,558
The most likely answer is option D
