Answer:
The initial expenditure of the company on salary is Rs. 72.000
Explanation:
First we need to express the employees ratio in letter
3A=B
2C=D
A and C being the amount of employees
B the salary before, D the salary after
They say the salary after is the slary before minus Rs. 12.000
we can express this as D=B-12.000
We know to that the salary of each employee increased 4 to 5
Then C=(5/4)A or A=(4/5)C
We can have the following equation
2((5/4)A)=B-12.000
A=(2/5)(B-12.000)
we use this in the first expression
3(2/5)(B-12.000)=B
1,2B-14400=B
0,2B=14400
B=72.000
Answer:
6ax+9ay−2bx−3by
Explanation:
2x(3a−b)−3y(b−3a)
Distribute:
=(2x)(3a)+(2x)(−b)+9ay+−3by
=6ax+−2bx+9ay+−3by
Answer: The answer is: Debit Salary and wages expense $9,900, Debit Salaries and wages payable $37,900, Credit Cash $47,800
Explanation: Since the company has $37,900 sitting in salaries and wages payable account at the end of the month and the payroll revealed that actual amount to be paid is $47,800, this means the company has a shortfall of $9,900 from the salaries and wages payable account. Therefore, this amount that was not accrued for would impact salary and wages expense by $9,900.
Answer:
The most I could pay for the investment is $12,960.09
Explanation:
The maximum a rational investor could pay acquire an investment is the present value of all future cash flows receivable from the investment.
In the case, the present of all cash flows is calculated thus:
Years Cashflows [email protected] 12% PV
1 5000 0.892857143 4,464.29
2 5300 0.797193878 4,225.13
3 6000 0.711780248 4,270.68
Total of present values 12,960.09
The discounting factor is calculated using the formula :
1/(1+r)^n where r and n are rate and number of years respectively.
