Ahah relatable but anyways u good?
Answer: Decrease
Explanation:
What makes return on investment fantastic is when production and sales is on a steady increase, as production increases and sales follow there after, there would be an increase in return on investment because the increase in sales would make room for expansion giving the business more profit, but in the scenario where raw materials are not promising, there would be a decrease in production overtime and which would also lead to a decrease in return on investment.
Answer:
a. Copy the range of cell D7:D9 then select cell D6 and paste the selection with date format selected. The function will be represented in formula bar with adding +4;365 days.
b. Copy the range of cell D7:D9 then select cell D6 and paste the selection with date format selected. The function will be represented in formula bar with adding -3;365 days.
c. In the formula bar type =365 days; +2 : E6
d. In the formula bar type =365 days ; +2 : C6
Explanation:
Excel is a software which helps the users to easily calculate complex calculation with just one function input. The users can create worksheets using the excel and then link those worksheets with each other. The data can be displayed in the form of table or simple text. It has multiple options to create annual day wise filtered worksheets.
Answer: 41.90%
Explanation:
First calculate the risk free rate:
Required return = risk free rate + beta * (Market return - risk free rate)
28.95% = rf + 1.85 * (18% - rf)
28.95% = rf + 33.3% - 1.85rf
28.95% = -0.85rf + 33.3%
0.85rf = 33.3% - 28.95%
rf = 4.35%/0.85
rf = 5.12%
New required return;
Required return = risk free rate + beta * (Market return - risk free rate)
= 5.12% + 1.85 * (25% - 5.12%)
= 41.90%
In this problem we are given the mean of $1100, SD of $150 and x equal to $900. In this case, we need to use the z-score table to answer the problem:
z = (x-mean)/sd
z = (900-1100)/150
z = -1.33
from z-table, the probability at the left of z= -1.33 is equal to 9.18%
