The coupon rate of a bond is the annual interest rate the issuer will pay to the bondholder. It's expressed as a percentage of the bond's face value.

Let's break down each option:

A. $6 in total per year: This would mean the bond's face value is $200 because 3% of $200 is $6.

B. $30 twice a year: This would mean the bond's face value is $1000 because 3% of $1000 is $30. However, since it's paid twice a year, the total annual payment would be $60, not $30.

C. $3 once a year: This would mean the bond's face value is $100 because 3% of $100 is $3.

D. $1.5 twice a year: This would mean the bond's face value is $100 because 3% of $100 is $3. However, since it's paid twice a year, each payment would be $1.5.

So, the correct answer depends on the face value of the bond. If the face value is $200, the answer is A. If the face value is $1000, the answer is B. If the face value is $100, the answer could be either C or D, depending on whether the coupon is paid once or twice a year.

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The coupon rate of a bond is the annual interest rate the issuer will pay to the bondholder. It's expressed as a percentage of the bond's face value.

Let's break down each option:

A. $6 in total per year: This would mean the bond's face value is $200 because 3% of $200 is $6.

B. $30 twice a year: This would mean the bond's face value is $1000 because 3% of $1000 is $30. However, since it's paid twice a year, the total annual payment would be $60, not $30.

C. $3 once a year: This would mean the bond's face value is $100 because 3% of $100 is $3.

D. $1.5 twice a year: This would mean the bond's face value is $100 because 3% of $100 is $3. However, since it's paid twice a year, each payment would be $1.5.

So, the correct answer depends on the face value of the bond. If the face value is $200, the answer is A. If the face value is $1000, the answer is B. If the face value is $100, the answer could be either C or D, depending on whether the coupon is paid once or twice a year.

Knowee AI · Accepted Answer

The coupon rate of a bond is the annual interest rate the issuer will pay to the bondholder. It's expressed as a percentage of the bond's face value.

Let's break down each option:

A. $6 in total per year: This would mean the bond's face value is $200 because 3% of $200 is $6.

B. $30 twice a year: This would mean the bond's face value is $1000 because 3% of $1000 is $30. However, since it's paid twice a year, the total annual payment would be $60, not $30.

C. $3 once a year: This would mean the bond's face value is $100 because 3% of $100 is $3.

D. $1.5 twice a year: This would mean the bond's face value is $100 because 3% of $100 is $3. However, since it's paid twice a year, each payment would be $1.5.

So, the correct answer depends on the face value of the bond. If the face value is $200, the answer is A. If the face value is $1000, the answer is B. If the face value is $100, the answer could be either C or D, depending on whether the coupon is paid once or twice a year.

A 3% coupon rate bonds issued in Australia pays coupons A. $6 in total per year B. $30 twice a year C. $3 once a year D. $1.5 twice a year

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