Answer:
price of the bond= $ 117,462.53.
Step-by-step explanation:
price of the bond = present value of coupon payment + present value of face value.
price of the bond= PMT X (1-( 1/( 1+r∧n))/r + ( face value/(1+r)∧n
price of the bond= 6300x (1-(1.045∧10))/0.045 + (105000/1.045∧10)
price of the bond= $ 117,462.53.
therefore the present value of the bonds payable using thepresent value table is evaluated to be $ 117,462.53.