Final answer:
Using the effective-interest method of bond amortization for a bond issued at a premium, the interest expense each payment decreases over time. Interest rates rising above a bond's coupon rate makes it less valuable; hence, a bond will generally be priced below its face value.
Step-by-step explanation:
When using the effective-interest method of bond amortization, if the bonds were issued at a premium, the interest expense each payment decreases over time. This is because the carrying amount of the bond decreases as the premium is amortized, leading to lower interest expense calculations in subsequent periods. As the carrying amount of the bond gets closer to its face value, the interest expense recognized in the income statement diminishes.
If interest rates increase, one would typically expect to pay less than $10,000 for a $10,000 bond because the present value of the bond's future payments is discounted at a higher rate, making the investment less valuable. Conversely, if interest rates decrease, a bond's value will generally increase, since the present value of the bond's future payments is discounted at a lower rate, making the investment more attractive.