If we want us to be in a healthy cash position at the end of the year then we have to ensure that there will be less long term debt and more investments at that time in our balance sheet.
Given that we want us to be in a healthy cash position at the end of the year.
We are require to find the way how can we will be in a healthy cash position at the end of the year.
A cash position basically represents the amount of cash that a company, investment fund, or bank has on its books at a specific point in time.
If we want us to be in a healthy cash position at the end of the year then we have to ensure that there will be enough investments in our balance sheet and less debt.
Hence if we want us to be in a healthy cash position at the end of the year then we have to ensure that there will be less long term debt and more investments at that time in our balance sheet.
Learn more about balance sheet at brainly.com/question/1113933
#SPJ4
Answer: the highest of the minimum wages.
Explanation:
The company will have the pay the minimum wage that is the highest because they are under the authority of all three governments and paying the highest minimum wage would ensure that they automatically follow the minimum wages set by the other two authorities.
For instance; the federal minimum wage is $7.25 per hour, the state minimum wage is $10 per hour and the city minimum is $12 per hour. When the company pays $12 an hour, they would be adhering to the city minimum and automatically adhering to the Federal and State minimums as well.
E: grape and shapes is the answer
Explanation:
The Journal Entry from July 1 and July 31 is shown below:-
1. Cash Dr, $560
To Deferred revenue $560
(Being cash is received)
2. Deferred revenue $336
To Sales revenue $336
(Being 12 months sales service is recorded)
3. Cost of goods sold $280
To Inventory $280
(Being cost of goods sold is recorded)
4. Deferred revenue ($336 ÷ 12) $28
To Service revenue $28
(Being Deferred service revenue is recorded)
Working Note:-
Cellular service revenue = offer price ÷ total cost of phone and service × cellular service
= (($560 ÷ ($448 + $672)) × $672
= $336