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# Yield to Maturity YTM Calculator.

This calculator generates the output value of YTM in percentage according to the input values of YTM to select the bonds to invest in, Bond face value, Bond price, Coupon rate and years to maturityDefinitionThe term Yield to Maturity also called as Redemption Yield often abbreviated as YTM and used when it comes to bond funds, is defined as the rate of return obtained by buying a bond at. C is the periodic coupon payment, r is the yield to maturity YTM of a bond, B is the par value or face value of a bond, Y is the number of years to maturity. Example 2: Suppose a bond is selling for \$980, and has an annual coupon rate of 6%. It matures in five years, and. If the price of the bond falls to \$800, the yield to maturity will change from 2% to 2.5%, i.e., \$20/\$800= 2.5%. The yield to maturity only equals the coupon rate when the bond sells at face value. The bond sells at a discount if its market price is below the par value, and in such a situation, the yield to maturity is higher than the coupon rate.

Yield to Maturity is calculated as, Yield to Maturity = 5.25100-102.50/4.5 / 100102.50/2 = 4.63% Yield to Maturity can be identified as an important yardstick for an investor to understand the amount of return a bond will generate at the end of the maturity period. That is, 3 divided by 95 \$100 plus \$90 divided by 2 equals.0315789. The final value from Step 4, multiplied by 100 to get a percentage, is the yield to maturity. Yield to maturity = CF-P/n / FP/2. In the example, the yield to maturity equals 3.158 percent.

Assume that there is a bond on the market priced at \$850 and that the bond comes with a face value of \$1,000 a fairly common face value for bonds. On this bond, yearly coupons are \$150. The coupon rate for the bond is 15%, and the bond will reach maturity in 7 years. D. Reviewed by: Ryan Cockerham, CISI Capital Markets and Corporate Finance Updated February 05, 2019When interest rates decrease, bond prices increase. Hemera. A move in the bond’s yield from 2 percent to 4 percent means that its price must fall. Keep in mind that the coupon is always 2 percent—that doesn’t change. The bond will always pay out that same \$20 per year. But its price needs to decline to \$500—\$20 divided by \$500 or 4 percent—for it to yield 4 percent. In order for the coupon rate, current yield, and yield to maturity to be the same, the bond’s price upon purchase must be equal to its par value. Coupon Rate Coupon rates are largely influenced.

## Difference Between Yield to Maturity and Coupon Rate.

For example, a lender might charge an interest rate of 10% for a one-year loan of \$1,000. At the end of the year, the yield on the investment for the lender would be \$100, or 10%. If the lender incurred any costs in making the loan, those costs would reduce the yield on the investment. Interest payments are calculated on the par value of the bond, so always on that \$100 or \$1,000 per bond initial investment. A bond that pays 5 percent interest semiannually for six years would result in 12 payments of \$2.50 per \$100 of principal -- a total of \$30 for the life of the bond. The coupon is always tied to a bond’s face or par value and is quoted as a percentage of par. Say you invest \$5,000 in a six-year bond paying a coupon rate of five percent per year, semi-annually. Assuming you hold the bond to maturity, you will receive 12 coupon payments of \$125 each, or a total of \$1,500. Apr 18, 2019 · If the yield to maturity is higher than the coupon rate, the bond will be trading below par which means it trading at discount. In the example above, price of \$950 is lower than the par value of \$1,000. This tells us that the yield to maturity must be higher than the coupon rate of 8%.