What Is a Bond?
Buying a bond = lending money to a government or company in exchange for regular interest and your principal back at maturity.
Concept clip · Bonds: lending money to others
About 25 s · Watch first, then try it
Key takeaways
- 1Face value: the principal repaid at maturity, often $1,000.
- 2Coupon: the interest paid regularly at the coupon rate. Coupon = face value × coupon rate.
- 3Maturity: the day the principal is repaid. Hold to maturity with no default and the cash flows are certain.
- 4A zero-coupon bond pays no interest along the way; you profit by buying below face value and getting face value back at maturity.
Check your understanding
Get every question right to complete this lesson
1.A bond has a $1,000 face value and a 5% coupon rate, paid annually. How much interest do you get each year?
2.You hold a 3-year bond to maturity ($1,000 face value, 5% coupon, no default). How much do you receive in total?
3.A 1-year zero-coupon bond has a $1,000 face value and costs $952 today. Roughly what's your return if you hold it to maturity?
Text version · Bonds & Fixed Income, lesson 1: “What Is a Bond?”
Buying a bond = lending money to a government or company in exchange for regular interest and your principal back at maturity.
Buying a bond = lending money
You lend the face value and get a bond in return: an IOU that spells out the interest and repayment date.
Interest every year, principal at maturity
Each year you receive a coupon at the coupon rate; at maturity, the last coupon comes back together with the principal.
Zero-coupon bonds: discount first, principal later
A zero-coupon bond pays no interest at all along the way; instead it's sold to you at a discount. At 5%, $1,000 in 10 years is worth only about $614 today, and the extra you get back at maturity is the interest.
Key takeaways
- Face value: the principal repaid at maturity, often $1,000.
- Coupon: the interest paid regularly at the coupon rate. Coupon = face value × coupon rate.
- Maturity: the day the principal is repaid. Hold to maturity with no default and the cash flows are certain.
- A zero-coupon bond pays no interest along the way; you profit by buying below face value and getting face value back at maturity.
Try it yourself
You can do these exercises in this lesson's interactive simulation:
- Click “Example: 5% · 3 years” and play: how much coupon do you receive each year? How much in total by maturity?
- Set the coupon rate to 8% and the maturity to 5 years: what are the “Coupon per year” and “Total received to maturity”?
- Drag the term to 10 years: what does the total interest become? Why is the last green bar so tall?
- Switch between “Government / Company”: the cash flows are exactly the same, so what's really different?
Quiz and explanations
- 1. A bond has a $1,000 face value and a 5% coupon rate, paid annually. How much interest do you get each year?
- Answer: $50.$1,000 × 5% = $50.
- 2. You hold a 3-year bond to maturity ($1,000 face value, 5% coupon, no default). How much do you receive in total?
- Answer: $1,150.3 coupons totaling $150 + $1,000 principal.
- 3. A 1-year zero-coupon bond has a $1,000 face value and costs $952 today. Roughly what's your return if you hold it to maturity?
- Answer: 5.0%.You get $48 more at maturity, and $48 ÷ $952 ≈ 5.0%. A zero-coupon bond's entire return comes from the price difference.
Terms in this lesson
- bond (Bond): An IOU: the issuer borrows your money, pays you interest regularly and repays the principal at maturity.
- coupon (Coupon): The interest paid regularly to bondholders based on the coupon rate.
- coupon rate (Coupon Rate): The coupon as a percentage of face value, set at issue and usually fixed.
- face value (Face Value): The principal a bond repays at maturity, commonly $1,000.
- maturity (Maturity): The date the issuer repays the principal.
- zero-coupon bond (Zero-Coupon Bond): A bond that pays no coupons, issued below face value and repaid at face value at maturity; the gap between the two is your entire return.