Answer:
Direct marketing
Explanation:
In simple words, Direct marketing can be defined as a means to convey an bid, through which companies communicate individually with a pre - specified client and provide a specific answer process. This method is also regarded, by professionals, as direct reaction advertising.
Thus, from the above we can conclude that the the company should employee direct marketing tools.
B- allow the economy fix itself. laissez-faire means to let free or to let be
C is correct.
As a result of a tariff, prices for domestic steel consumers go up so D is false. Option B is false because it does not make the market fair for everyone as now domestic producers can charge a higher price since foreign competition is being excluded. Since B, D are false it would make sense that A is also untrue as consumers are now suffering while it is the producers who benefit.
Suppose $250,000 is used to establish an annuity that earns 6%, compounded quarterly, and pays $6000 at the end of each quarter. It will take about 120 quarters until the account balance reaches $0.
Amount invested (Present value) = $250000
Quarterly payment (At the end of each quarter) (P) = $4500
Interest Rate (Quarterly) (r) = 6% /4
= 1.5% = 0.015
A number of quarters (n) = ?
Future value at the end = 0
Present value of Annuity formula:
Present value = P × 
250000 = 4500 × 
250000 = 300000 × 
250000 / 300000 = 
0.83333 = 
n = 120
Hence is shall take 120 Quarters until the account balance is $0.
To learn more about account balance
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In this item, we let the number of tickets sold to the adults as x. With this, we can let the number of tickets sold to students with y.
In this item, we are given that the sum of the number of students and adults is equal to 600. Further, we are also given that the difference is 150. The system of linear equation that would allow us to solve this item is,
x + y = 600
x - y = 150
Adding up the two equations will give us,
2x = 750
Dividing by 2,
x = 375
Substituting this value to the first equation,
375 + y = 600
y = 225
Therefore, there are 375 and 225 number of tickets sold to adults and students, respectively.
