Answer:
e. $70.00
Explanation:
The coupon payment is the amount received by the bondholder on a periodic basis during the life of the bond which is based on the bond's face value which in this case is $1000
Note that the coupon payments are expected to be made once a year.
Coupon payment=bond face value*coupon rate
bond face value=$1000
coupon rate=7%
annual coupon payment=$1000*7%
annua coupon payment=$70.00
Pension expense of Harvey Hotels in its income statement for the year= <u>$9.7 million
</u>.
<u>Explanation</u>:
Service cost= $7.3 million
Interest cost= $2.5 million
Amortization of prior service cost= $2.2 million
Expected return on plan assets= $2.3 million
Pension expense=?
Pension expense is decreased by amortization of net gain.
Pension expense= (Service cost+ Interest cost- Expected return on plan assets+ Amortization of prior service cost
= (7.3+2.5+2.2)-2.3
= 9.7 million
Pension expense of Harvey Hotels in its income statement for the year= $9.7 million
Answer:
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Answer:
Pb R
atio:
For company A = 2.375
For company B = 1.5
Explanation:
As per the data given in the question,
ROPI = NDA (RNOA - WACC)
For Company A 100 × (21%-10%)
For Company B 100 × (14%-10%)
Present value of ROPI = (ROPI ÷ (1+WACC)) ÷ [1-(1+g) ÷ (1+WACC)]
For Company A = (11 ÷ (1+0.10)) ÷ [1-(1+0.02) ÷ (1+0.10)]
= $137.50
For Company B = (4 ÷ (1+0.10)) ÷ [1-(1+0.02) ÷ (1+0.10)]
= $50
Market value of equity = NOA + present value of ROPI
= $100 + 137.50 = $237.50(Company A)
= $100 + $50 = $150(Company B)
Pb Ratio = Market value of equity ÷ Book value of equity
For company A = $237.50÷100 = 2.375
For company B = $150÷100 = 1.5
