# Why is this T-Mobile bond priced so low?

So the current price is 39.20.

It has a coupon of 1.5%, and will mature in February 2026. I am fairly confident that T-Mobile will not collapse in 2026 so this bond would be very safe.

If I were to purchase 10,000\$ worth of this bond right now, I would get 100000/392 = 25.5 units of this bond. At maturity in 2026, when it is paid back at par value, my stake becomes 25.5 * 1000 = 25500\$. That's a 40% gain in a relatively safe investment and 2026 isn't far off.

So my question is what's the catch? Why is it priced so low currently? There must be something off here but I can't see it because I'm not a financial professional. I'm tempted to put everything I have into this bond and get that easy and safe 40% gain.

• To your last sentence: to quote this older post in bonds, "As a general rule, when you look at the price of a publicly tradeable security, assume it is fairly priced" Sep 4, 2023 at 16:09
• Percentage gain is (profit)/(original price), not (profit)/(final price). Also, you're missing the decimal point in 100000/392. Sep 5, 2023 at 4:24
• "I am fairly confident that T-Mobile will not collapse in 2026" - see also, Enron. Sep 5, 2023 at 19:19
• If you think that turning \$10,000 into \$25,500 is a 40% gain, then I really must advise you to brush up on your financial mathematics before making your next investment. Sep 6, 2023 at 22:28
• @ronaldchristenkkson You've just calculated that 10,000 (what you start with) is 39% of 25,500 (what you hope to end up with). But that isn't your gain. Your gain is (25,500 - 10,000) / 10,000 = 1.55 = 155%. It should be fairly obvious if you think it through. You gain £15,500. £15,500 isn't 39% of £10,000. I hope you don't take this as being rude in any way, but I'd strongly suggest that it's unwise to be remortgaging your house to invest before you've come to terms with basic arithmetic, percentages, etc. Sep 7, 2023 at 10:12