Answer:
Your answer is that she needs to earn $148 on Friday
Explanation:
Calculate Average:
(67 + 82 + 78) / 4 = 56.75 (Remember 67 is worth Monday and Tuesday)
We know that the number that the 4 numbers add up to has to be divisible by 5 because our we need to average 75 and we have 5 days to average on.
5 x 75 = 375
67 + 82 + 78 = 227
375 - 227 = 148
(67+82+78+148) / 5 = 75
Your answer is that she needs to earn $148 on Friday
It’s important to know your limits and your strengths.
The goal is to do your best in the job you have, so before making that important choice, it’s good to think about maybe your talents or hobbies that you have.
You could ask yourself questions such as:
Do I communicate well with people?
What am I best at?
Am I able to fulfill the tasks that are included in this career?
And I’m sure there are more questions, but it is a good thing to know yourself that way when you apply for a job, you know what you’re getting into.
I hope this helps!
~Brooke❤️
Answer:
$35,000
Explanation:
Since this is an operating lease (short lease term, no transfer of ownership, and low present value of lease payments), the lessor has to record a depreciation expense, but the lessee only considers lease payments as operating costs (no depreciation expense or lease liability should be recognized).
Depreciation expense per year under the straight line method = asset cost / useful life = $280,000 / 8 years = $35,000
Quick ratio = 1.30 (Option C)
<u>Explanation:</u>
Quick ratio or acid test ratio is calculated as follows:
(Cash plus marketable securities plus accounts receivable ) divide by total current liabilities
In our question, we have been given with the data:
Cash = 45 million
Marketable securities = 33 million, accounts receivable = 66 million, total current laibailities = 111 million
So, let us now put the given values in the above stated formula:
Quick ratio = ( 45 plus 33 plus 66) divide by 111
After calculating we get, 1.30
Therefore, the quick ratio is 1.30
<span>A strategy that is preferred by an individual regardless of an opponent's decision is called: dominant strategy. regardless of what any other players do, the strategy earns a player a larger payoff than any other. If one strategy is dominant, than all others are dominated.</span>