I cant think of one but I'll tell u how to make one!
Focus on How You Say What You Say:nice wording
Present Solutions, not Features :president not trying to help not show off
Manage Objections: create something that u can defend
Answer: $18,460
Explanation:
Amounts that will go towards the cash account at the end of the year include all actual cash, undeposited checks, bank balances and short term investments.
The Total amount of cash to report will therefore be;
= Currency located at the company + Short-term investments that mature within three months + Balance in savings account + Checks received from customers but not yet deposited + Coins located at the company + Balance in checking account
= 1,050+ 1,950 + 8,500 + 650 + 110 + 6,200
= $18,460
Answer:
$759,000
Explanation:
Given that,
New stock issues = $1.9 million
Dividend paid in cash during the year = $281,000
The net cash flow provided by financing activities is:
= Million new stock issue increase in cash - Cash dividend decrease in cash + Increase in cash - Decrease in cash
= $1,900,000 - $281,000 + $1,590,000 - $2,450,000
= $759,000
Answer:
with space: =A2&" "&B2
without space: =CONCATENATE(A2,B2)
Explanation:
When using Microsoft Excel the function that you would want to use would be the following
=A2&" "&B2
In this function, you will be combining the text in cell A2 and B2 with a space in the middle, you can change to the cells that you want and simply add &" "& in between them to combine them with a space.
If you simply want to combine the words with no space in between them you can use the concantenate function which combines words in two cells into one but without space.
=CONCATENATE(A2,B2)
Answer:
The expected profit is -$13,162.
I would not recomend the investor to make this investment.
Explanation:
The expected profit can be calculated multypling the probabilities of every outcome and the profit of each outcome, and substracting the total invevstment.
The outcomes are:
1) probability 0.39 of a $23,000 loss,
2) probability 0.24 of a $8700 profit,
3) probability 0.12 of a $31,000 profit, and
4) probability 0.25 of breaking even
NOTE: It is assumed that the outcomes does not include the initial investment.
Then, the expected profit of this investment is:
![E(P)=[0.39*(-23,000)+0.24*8,700+0.12*31,000+0.25*0]-10,000\\\\E(P)=[-8,970+2,088+3,720+0]-10,000\\\\E(P)=-3,162-10,000\\\\E(P)=-13,162](https://tex.z-dn.net/?f=E%28P%29%3D%5B0.39%2A%28-23%2C000%29%2B0.24%2A8%2C700%2B0.12%2A31%2C000%2B0.25%2A0%5D-10%2C000%5C%5C%5C%5CE%28P%29%3D%5B-8%2C970%2B2%2C088%2B3%2C720%2B0%5D-10%2C000%5C%5C%5C%5CE%28P%29%3D-3%2C162-10%2C000%5C%5C%5C%5CE%28P%29%3D-13%2C162)
