Answer:
At the end of the sixth year, you will have:
= $8,487.17.
Explanation:
a) Data and Calculations:
Annual savings = $1,000
Interest rate per year = 10%
Period of savings = 6 years
First deposit = today
From an online financial calculator:
N (# of periods) 6
I/Y (Interest per year) 10
PV (Present Value) 0
PMT (Periodic Payment) 1000
Results
FV = $8,487.17
Sum of all periodic payments $6,000.00
Total Interest $2,487.17
Answer and Explanation:
The journal entries are shown below
On Sept 1
Supplies Dr $1,020
To Cash $1,020
(being supplies purchased in cash)
On Sept 5
Dividend Dr $410
To cash $410
(being cash dividend is paid)
On Sept 7
cash Dr 5,500
To Unearned service revenue $5,500
(being cash collection is recorded)
On Sept 16
Cash Dr $770
To Account receivable $770
(being cash collection is recorded)
On Sept 22
Equipment Dr $3,000
To cash $1,100
To Note payable $1,900
(being equipment purchased is recorded)
Answer:
11.33%
Explanation:
The dividend valuation model will be used here to calculate the cost of equity raised which can be calculated using the following formula:
r = D1 / (Po - F) + g
Here D1, Po, F and g are given in the question so by putting the values in the equation, we have
r = $1.75 / ($42.5 - 5% of Po) + 7%
r = 11.33%
Answer:
E-file and direct deposit 1-3 weeks
E-file and check. 1 month
Mail in return and direct deposit 3 weeks
Mail in return and check 2 months
Explanation:
i dont know if this is what your looking for but here it is.
This problem is actually under the subject of Mathematics, particularly, Algebra. For work problems, you can use a convenient technique of dimensional analysis. This is done by multiplying units of measurement, then cancelling out like terms in order to come up with the units of the final answer. For this problem, the total amount of liters is 2,100. So, the equation would be
Volume of Kelly's family + Volume of Stewart's family = 2,100
However, we are only given the rates for each family in liters per hour. To come up with the final answer with a unit of measurement in Liters, we must multiple the rate of L/hour with the individual time. Let x be the time Kelly's sprinkler was used, and y for Stewart's family.
(20 L/h)(x hours) + (40 L/h)(y hours) = 2,100
This is the first equation. The second equation is the total time.
x + y = 65 hours
Rearranging the equation, y = 65 - x. Let's substitute this to the first equation.
20x + 40(65-x) = 2,100
Solving for x, then substituting it to the second equation to obtain y,
x = 25 hours
25 + y = 65
y = 40 hours.
Thus, Kelly's sprinkler was used for 25 hours, while Stewart's sprinkler was used for 40 hours.
