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Providers also offer student discounts as means of offering a product within the budget of a student, which would otherwise be too expensive, thus gaining extra sales. Students may be able to get discounts on products, services, entertainment, and more. [10] Educational discounts may be given by merchants directly, or via a student discount ...
[1] [2] Therefore, considering the fact that the "discount" must match the benefits obtained from a similar investment asset, the "discount yield" must be used within the same compounding mechanism to negotiate an increase in the size of the "discount" whenever the time period of the payment is delayed or extended.
For the hyperbolic model using g(D), the discount for a week from now is () =, which is the same as for f in the exponential model, while the incremental discount for an additional week after a delay of D weeks is not the same: (+) = + From this one can see that the two models of discounting are the same "now"; this is the reason for the choice ...