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Loretta.Mar2 0 Newbie Poster

I am attending college at Colorado Technical University Online and I am in my Phase 3 of my assignment. I have been asked the following questions for this assignment:

Part 1) As a store owner, what are some reason's that I would want to offer discounts? What would be the benefits of offering a single trade discount versus series?

Past 2) if my mortgage on my store or my home has a final "ballon payment" what does that mean? Explain how would this effect this interest on my loan?

My name is Loretta Marshal please if anyone is online and see this message please reply asap, I have to turn in this assignment 10/23/09

Thank You All ! ! !

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Part 1 — Discounts: common business reasons include moving slow or seasonal stock, increasing store traffic, rewarding repeat customers, encouraging larger or earlier purchases (cash flow), and matching competitors. Strategic points: link discounts to clear goals (volume, retention, cash), build them into margin planning, and prefer targeted promotions (loyalty tiers, minimum-basket thresholds) over blanket cuts that erode brand value.

Single discount versus series discounts: a single discount is one percentage off the list price. A series (multiple trade discounts) applies successive reductions; the combined effect is multiplicative, not additive. Example: a 20% then 10% series gives net price = list 0.8 0.9 = list * 0.72, so total effective discount = 28%. Series discounts are useful in B2B distribution where each party (manufacturer, wholesaler, retailer) shows its layer of discount on the invoice. Single discounts are simpler for retail promotions and customer-facing messaging. For decision-making, model both on a spreadsheet to compare net price, margin impact, and customer perception before committing.

Part 2 — Balloon payment mortgage: a balloon loan has regular payments that do not fully repay principal, leaving a large lump sum due at the end of the term (the balloon). Interest is charged on the outstanding principal during the life of the loan; the balloon itself does not change the interest already paid but creates refinancing or repayment risk when the lump sum is due. Practical implications: lower periodic payments up front, but a large balance will be due at maturity; if refinancing or sale is not possible, the borrower may face higher rates, extra fees, or default. For assignments, describe how to compute the balloon: calculate the scheduled payment from the amortization formula, then compute the remaining principal after the chosen number of payments; that remaining principal is the balloon. Include checks for prepayment penalties and lender requirements before recommending a balloon structure.

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