Answer:
Target dollar sales = $353,333
Explanation:
First we need to find out how much contribution do we need to get a profit of 70,000.
Profit= Contribution - Fixed cost.
70,000=Contribution-36,000
70,000+36,000=106,000
Contribution= 106,000
Now in order to find the sales we will use the formula
Target Sales= Contribution/Contribution margin
Contribution = 106,000
Contribution margin =30%=0.3
Input the values into the formula
106,000/0.3=353,333.333
Answer:
is there an image that shows the amount of $
Explanation:
can't solve without knowing the amount sorry
Answer:
Yes, people´s comfort level with changes in technology in their personal lives has a great influence over how comfortable they can be with adapting to new technologies in the workplace.
Explanation:
Telecommunications, networking, and wireless technologies are used regularly by most students, as those who are in studying years have grown with those technologies already developed. However, the rapid changes in technology that are common these days can become quite overwhelming, as they require users to constantly readapt to them. For example, our use of email has changed so much in the past years, with so many new lines of communication and new softwares that one has to learn how to use. And the more we get used to readapting, the more comfortable we can be when those changes become part of the workplace. It´s important to be prepared and to have the proper training to ensure the effective use of technology in such a fast-paced technological era.
Answer:
let him put it where he won't see them until It is enough for buying his wants
Answer:
b. issuing new equity
Explanation:
debt to equity ratio = Total debt/ Total equity x 100
and
interest earned ratio = Operating Income ÷ Interest charge
<u>Ways to decrease debt to equity ratio :</u>
1. Increase equity (no effect on interest earned ratio)
2. Decrease debt (increases interest earned ratio)
thus,
issuing new equity have no immediate effect on the times interest earned ratio but will cause debt to equity ratio to decrease.
