Suppose we have a simple bond which has exactly 1.5-years until maturity. The bond pays interest semi-annually (the coupon is broken into 2 payments per year, 1 every six months). The bond's par value is $100. Finally, the bond's coupon rate is 4%. Below are zero-rates over the next 2 years: .5 year zero rate =4.0% compounded continuously 1 year zero rate =4.8% compounded continuously 1.5 year zero rate =5.4% compounded continuously What is the bond's price, via properly discounting all future cash flows of the bond at the corresponding zero rates? $95.92 $96.91 $97.93 $99.94 $101.90 $102.95