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4 parts of a worksheet that I need help with please.

An 8% coupon bond that pays coupons on an annual basis sells for $1,400 and matures in 10 years. The company can call the bond in 5 years for $1,150. What is the yield to call?
A 20-year bond with an 8% coupon pays a semi-annual coupon payment of $40 every 6 months. What is the price of the bond? The yield to maturity is 5%
What is the effective interest rate of a semiannual pay bond with a YTM or nominal yield of 8%? As the number of compounding periods increases, what effect does it have on the effective interest rate?
The price of a semiannual 10-year bond is $923. Its coupon rate is 4%. The bond can be called in three years for $1,050. Calculate the YTCNOM and YTCEFsee PPT 7-33.)
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Answer #1

Answer to Q#1 (First question in the list # of years left to call, NPER Annual coupon Bonds current trade price, PV Bonds call value, FV Annual interest type, TYPE Bonds Yield to Call (YTC) $80 [$1,000 x 8%= $801 $1,400 $1,150 payments, PMT 0 =0 if coupons paid at the end of each year; 1 if coupons paid at the beginning of each year 2.30% [Ref: NOTE NOTE Bonds Yield to Call (YTC) is calculated using EXCEL FUNCTION RATE nper,pmt,pv,fv,type) where nper:5; pmt-80; pv=1400; fv=-1150, type:0, Here pmt & fv are negative as they denote cash inflows; pv is positive as it denotes outflow; type 0 as interest compounds at the end of each year only 1 # of years left to call, NPER 2 Annual coupon payments, PMT 3 Bonds current trade price, PV 4 Bonds call value, FV 5 Annual interest type, TYPE 6 Bonds Yield to Call (YTC) 1000*8% [$1,000 x 8%-$80] $1,400 $1,150 0-0 if coupons paid at the end of each year; 1 if coupons paid at the beginning of each year. -RATE(B1,-B2,B3,-B4,B5) [Ref: NOTE]

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