Answer:
Private security guards provide security for people and facilities. They typically deal with issues related to trespassing, burglary, theft, or threats to their clients.
Explanation:
Answer:
Points are charged and the loan has a 30 year maturity but prepaid in five years
Explanation:
When you purchase points to lower your monthly mortgage payments, the bank (or lender) sell them calculating a 30 year payment schedule. If you pay the loan in a shorter period, it means that the points were sold at a very high price o you actually end up paying higher effective interest rate. That without even considering any possible prepayment penalties. But sometimes knowing that your mortgage is paid lowers your stress and it may be worth it from a personal (not financial) point of view.
Answer:
C. $13,700
Explanation:
Given that;
Beginning retained earnings = $4,000
Net income during the period = $10,000
Dividends = $300
Computation of Ending balance in the retained earnings account
= Beginning retained earnings + Net income during the period - Dividends
= $4,000 + $10,000 - $300
= $13,700
Therefore, the ending balance in the retained earnings account is $13,700
Answer:
Consumer behaviour is the study of individuals, groups, or organizations and all the activities associated with the purchase, use and disposal of goods and services, and how the consumer's emotions, attitudes and preferences affect buying behaviour
<span>Profit needs to be maximized.
Profit = 30x+45y where x and y are respectively the number of model A and model B fax machines manufactured.
Objective function:
max(30x+45y)
Constraints:
x≥0 ---------------(1)
y≥0 ---------------(2)
x+y ≤ 2500 since the demand is capped at 2500 -----------(3)
100x+150y≤600000 since manufacturing costs cannot exceed $600000-----(4)
Solve the following two equations to identify where the two boundary lines (3) and (4) intersect.
x+y=2500-----(3)
100x+150y=600000---(4)
Multiplying (3) by 100
100x+100y=250000----(5)
(5)-(4)
50y=350000
y=7000
x=-4500
since the constraint states that x≥0, only three vertices are considered viz (0,0), (0,2500),(2500,0).
applying the profit function at each of the three vertices:
(0,0) ----- 30(0)+45(0) = 0
(0,2500) ---- 30(0)+45(2500)=112500
(2500,0) ---- 30(2500)+45(0)=75000
Hence by applying the max function, x=0, y=2500.
i.e. Dont produce any 'a' model machine. Manufacture 2500 units of model 'b' to maximise profit</span>
