CFA Practice Question

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CFA Practice Question

The reference rate is 8.95% for an annual-pay variable rate bond. The coupon formula specifies that the coupon rate equals the reference rate minus 25 basis points. The coupon payment for $1,500,000 par value of this bond is ______.

A. $130,500
B. $87,000
C. $138,000
Correct Answer: A

The coupon rate is the sum of the reference rate minus the margin: 0.0895 - 0.0025 = 0.087. The coupon payment is the product of the par value and the coupon rate.

User Contributed Comments 10

User Comment
DoanDuy 1 diem = 0.01%
ljamieson 1500000*(.0895-.0025)
heshammm how can i get the basis point
is it 25/100 or 25/1000 , wat is the methodology used ?
skath I think its 25/100. eg. 1% change is equal to 100 basis points change in the interest rate.
woori go with easy, 1bp= 0.01%
popolistic Also I find it easier to start with: 100bp = 1% and reduce it from there (i.e. 50bp = 0.5%, 25bp = 0.25%, 10bp = 0.1% 5bp = 0.05%, 1bp = 0.01% )OR icrease (i.e. 200bp = 2% etc)
jonan203 one bip, is one hundreth of a percent

1 bp = 0.01%
10 bp = 0.10%
100 bp = 1.00%

25% = 2500 bps
.25 = 2500 bps

25% = 25/100 = .25 = 2500 bps
ldfrench Usually, it's the reference rate + BPs. Gotta be careful with the reading.
Chevy How about dividing the basis points by 10 000 to get the decimal answer and then multiply by 100 for the percentage
thevinu 1,500,000 * (8.95% - 0.25%)
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