Answer:
$3,400
Explanation:
Out of five day workweek, accounting period ends on Thursday which indicates that employees work only for 4 days. Therefore, salaries are earned only for 4 working days and unpaid at the end of the accounting period
Salaries earned but unpaid= 4 working days * $850 per day = $3,400
Hence, salaries earned but unpaid at the end of the account period is $3,400
Answer:
The fund raising committee can be organized in 3,276 different ways.
Explanation:
The committee can have the following structures:
Accounting majors Finance majors
0 5
1 4
2 3
C(10,0) x C(8,5) = (10! / 10!) x (8! / 3!5!) = 1 x 56 = 56
C(10,1) x C(8,4) = (10! / 9!1!) x (8! / 4!4!) = 10 x 70 = 700
C(10,2) x C(8,3) = (10! / 8!2!) x (8! / 5!3!) = 45 x 56 = 2,520
total possibilities = 2,520 + 700 + 56 = 3,276
<span>Kyle is a Data Analyst. Data analysts do a variety of tasks involving data including organizing and structuring data for a business, search for patterns among data sets, write reports to help executives make decisions, and analyze data to inform business practices.</span>
Answer:
The profit maximizing output level declines by 2.5 units and the price rises by $100.
Explanation:
In a monopoly market the inverse demand curve is given as,
P = 1,200 - 40Q
The marginal cost of production of the last unit is $200.
The total revenue is
= 
= 
The marginal revenue of the last unit is
= 
= 1,200 - 80Q
At equilibrium the marginal revenue is equal to marginal price,
MR = MC
1,200 - 80Q = 200
80Q = 1,000
Q = 12.5
Putting the value of Q in the inverse demand function,
P = 
P = $700
Now, if the marginal cost rises to $400,
At equilibrium the marginal revenue is equal to marginal price,
MR = MC
1,200 - 80Q = 400
80Q = 800
Q = 10
Putting the value of Q in the inverse demand function,
P = 
P = $800
Answer:
EMI=P*r * (1+r)^n/(1+r)^n-1
Where EMI= equal monthly installments
P=Principal amount
r=rate of interest
n=numer of periods
Explanation:
P=$184,500
r=4.65%/12=.3875%
n=30*12=360
EMI=$184,500*.3875%*(1+.3875%)^360/((1+.3875%)^360-1)
EMI=$951
Interest in first monthly installment=$715
Principal Amount in first monthly installment=$236