In article , snipped-for-privacy@speedymail.org (Steve Pope) writes: | Dan Lanciani wrote: | | > snipped-for-privacy@speedymail.org (Steve Pope) writes: | | >| The above link, fifth question down, says otherwise. It says | >| to take it all in year of sale/disposition. | | >It says: | | >``For bonds acquired after April 1993, the amount of a bond's market discount | >is accreted between the bond's date of acquisition and its date of maturity. | >Accreted market discount must be included as ordinary, taxable income in the | >year a bond is sold, redeemed or otherwise disposed of.'' | | >It seems clear that they are saying that you do not take all the market | >discount in the year of sale/disposition unless that disposition is at | >maturity. Why talk about an accreted value if that value is always | >the whole amount? | | I guess I disagree with your interpretation of this sentence.
They give several examples that make it clear that in some cases the amount taxed as ordinary income is less than the entire market discount. Again, I'm not saying that they are correct, but they at least explain their position consistently.
| This sentence says you accrete the discount as you hold the bond, | and then you report the entire accreted amount in the year of sale, | redemption, or maturity.
I agree. The question is whether the "entire accreted amount" is equal to the total market discount at time of purchase in cases other than holding to maturity. I wonder if we are merely using different wording. It would be helpful if you could respond to either the example I responded to (buy 9000, call 10100) or the more extreme example I suggested (buy 90, sell 100 the next day) with actual numbers so I could understand how (if at all) you disagree with the article.
| As for "why talk about an accreted value", I suspect it is to make | clear you can't ultimately report this amount as a capital gain, | which is what you might like to do.
It seems to be more than that:
``An investor may choose to accrete market discount on a daily basis using the ratable, or straight-line method, or using the constant interest rate method.''
Two possible methods to compute a value which is always the total seems odd...
Might as well copy their whole example in case others don't want to go to the web site:
``For example, suppose an investor buys a tax-exempt bond--originally issued at par--in the secondary market at a price of 90 with ten years left until maturity. Five years later, he or she sells the bond at a price of 95. Assuming the discount is amortized on a straight-line basis, the investor must treat the five-point gain as ordinary income in the year the bond is sold. (Total market discount at the time the bond is purchased is ten points, accreted on a straight-line basis over the ten years until maturity. After five years, accreted market discount totals five points.) Suppose under the same circumstances, the investor sells the bond after five years at a price of 96. Five points (the total accreted market discount) are taxed as ordinary income and one point is taxed as a capital gain. Suppose, again under the same circumstances, that the investor holds the bond to maturity. Ten points (the entire amount of market discount) are taxed as ordinary income in the year the bond is redeemed. Finally, suppose the investor sells the bond after five years at a price of 88. In this case, the investor would recognize no market discount income and would recognize a capital loss of two points.''
| Tangentially, the IRS publications do not use the term | "accrete" for this situation (that I recall).
Accrete, accrue, and amortize seem to have lost whatever subtle distinction they once had...
Dan Lanciani ddl@danlan.*com