YTM changes YTM changes
on the neck
The YTM on a Bond versus it's Price is inversely related. Thus when the Price of the Bond Increases, the YTM Decreases.
Using TI84plus got R=7.43 (aprox) YTM=2*7.43% YTM=14.86%
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YTM
The bond's price is $996.76. The YTM is 8.21%. by E. Sanchez
It depends. YTM is calculated in the same way as IRR. You take all future cash flows and discout it by x% and equate to current market price. Then you solve for x% and what you get will be YTM. So if current price of bond is calculated by current market rate of interest than YTM=Current Market Rate of Interest. How ever bond price not always is equal to that price. Very often current yield(coupon/current market price) is different from current rate of interest. In such case YTM will differ from Current Market Rate of Interest.
"Yield" or "YTM" ("Yield to Maturity")
The IRR on a project is calculated in the same way the YTM on a bond is. Both methods discount the future cash flows of the investment back to the present value and compare them with the appropriate amount; in the case of a bond, it is its current market price while in the case of the IRR method it is zero. The internal rate of return and the yield to maturity are the discount rates that make the present value of expected cash flows equal to the left side of the equation.
The rate of return anticipated on a bond if held until the end of its lifetime. YTM is considered a long-term bond yield expressed as an annual rate. The YTM calculation takes into account the bond's current market price, par value, coupon interest rate and time to maturity. It is also assumed that all coupon payments are reinvested at the same rate as the bond's current yield. YTM is a complex but accurate calculation of a bond's return that helps investors compare bonds with different maturities and coupons.
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