Answer:
The challenges my business would face would be that we would have trouble communicating and producing products. We use the internet so much every day and it is essential in emailing and other methods of communication. We have to communicate with customers, contractors and installers among many others. We also need the internet for sending orders and order designs to the machines that do the cut-outs needed for the products. Production time would slow down dramatically if we were to try to cut out the products on our own or if we were to have to input the designs manually. Communication between different areas would take much more time because we would have to make landline phone calls to them instead of sending out emails. Our drawing staff, the people who create the designs would also have difficulties working. This is because we draw using an online webspace so that it can be easily looked over then transferred to the machines. Drawers would have to create by hand and then walk the design over to the other areas to be produced. Those are some challenged that our company would face if we had to work without power for an entire day.
Explanation:
D to limit the amount of financial loss if there is an illness or injury
Answer:
$12,300
Explanation:
I will assume that Joseph invested in the fund on July 14, 2013.
We have to calculate the future value to March 15, 2014 (8 months later).
since the interest is compounded semi annually, it will earn interest on January 14, 2014.
Future value = $12,000 x (1 + 2.5%) = $12,300
since the fund is going to earn interests again on July 14, 2014, the value on march 14 is the same = $12,300
Answer:
$14.50
Explanation:
Given;
Charge for first 2 hours = $5.00 and
$0.75 for each additional half hour or part thereof.
If he parks his car for 8 hours, then the first 2 hours will be charged at a rate of $5.00
Time left to charge is 6 hours. This will be charged at a rate of $0.75
Therefore cost to Sam for parking his car for 8 hours
= (2 × $5) + (6 × $0.75)
= $10 + $4.50
= $14.50
Sam paid $14.50 for parking.
