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Hand-to-Mouth (H2M) is currently cash-constrained, and must make a decision about whether to delay paying one of its suppliers, or take out a loan. They

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Hand-to-Mouth (H2M) is currently cash-constrained, and must make a decision about whether to delay paying one of its suppliers, or take out a loan. They owe the supplier $10,500 with terms of 2.4/10 Net 40, so the supplier will give them a 2.4% discount if they pay by today (when the discount period expires). Alternatively, they can pay the full $10,500 in one month when the invoice is due. H2M is considering three options: Alternative A: Forgo the discount on its trade credit agreement, wait and pay the full $10,500 in one month. Alternative B: Borrow the money needed to pay its supplier today from Bank A, which has offered a one-month loan at an APR of 12%. The bank will require a (no-interest) compensating balance of 4.8% of the face value of the loan and will charge a $110 loan origination fee. Because H2M has no cash, it will need to borrow the funds to cover these additional amounts as well. Alternative C: Borrow the money needed to pay its supplier today from Bank B, which has offered a one-month loan at an APR of 14.9%. The loan has a 1.5% loan origination fee, which again H2M will need to borrow to cover. Which alternative is the cheapest source of financing for Hand-to-Mouth? Alternative A:The effective annual cost is %. (Round to two decimal places.) Alternative B: The effective annual rate is % (Round to two decimal places) Alternate C: The effective annual rate _% (Round to two decimal places) (Select the best choice below.) A. Alternative C, with the lowest effective annual rate, is the best option for Hand-to-Mouth. B. Alternative A, with the lowest effective annual rate, is the best option for Hand-to-Mouth. C. Alternative B, with the lowest effective annual rate, is the best option for Hand-to-Mouth. D. All the alternatives are equivalent. The one-month interest rate of the loan is: Interest rate per period = Interest + Origination fee Discounted payment The effective annual rate is: EAR = (1 + Interest rate per period)" - 1

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