Answer:
The correct option is A,5.72 times
Explanation:
The number of times that interest charges gives a sense of how financial stable is in its ability to pay interest on bonds as at when due.It is key consideration for prospective bondholders when assessing whether to buy bonds in a particular company
Number of times interest charges earned=net income before interest/interest
net income before interest charges=net income+interest charges
net income is $340,000
interest charges=$1,200,000*6%=$72,000
net income before interest charges=$340,000+$72,000=$412,000
number of times interest was earned=$412,000/$72,000=5.72
Answer:
False
Explanation:
The provision of the Uniform Commercial Code as amended is that any missing terms such as price, quantity,location and expected time of delivery as well as payment terms can be added to the contract later on with consent of all parties involved or provided in compliance with other commercial codes.
In other words,the fact that payment should be made within seven working days when payment terms are missing is alien to Uniform Commercial Code.
The answer, therefore is false.
Yes I want to be your friend pls
Answer: a. 12.5%
b. -16.67%
c. 5.88%
Explanation:
a. Energy Change will be:
(Production x 12)/Energy
Last year : (1500 × 12)/3200
= 5.625loaves/BTU
Now : (1500 × 12)/2800
= 6.42857 loaves/BTU
Percent Change will be:
= [6.42857 - 5.625]/6.42857 × 100
= 12.5%
b. Capital productivity increase will be:
= Production x 12)/Capital investment
Last year : (1500 × 12)/15000
= 1.2loaves/BTU
Now : (1500 × 12)/18000
= 1 loaves/BTU
Percent Change will be:
= (1-1.2)/1.2 × 100
= -16.67%
b. Labor Change:
Last year : (1500 × 12)/340
= 52.94 loaves/labor hour
Now : (1500 × 12)/320
= 56.25 loaves/labor hour
Percent Change:
= (56.25 - 52.94/56.25) × 100
= 5.88%
Jose, the sales manager, is working on the problem of increasing sales by using the rational model of decision making. In the first step he identified the problem of his employees needing more training. In the second step he thought of alternative solutions; and in step three he evaluated alternatives and selected a solution. In the fourth step, Jose needs to <u>implement and evaluate the training program </u><span><u>chosen.</u></span>
