3 parts!!!!! please explain each if possible.

consider coupon paying bond:

1. Let's say par value is $1000, and this bond was issued at a discount to par in 1990. In other words, it was issued as a discount bond. It matured in 2020. Let's assume investors' required return (i.e. yield to maturity) for this bond never changed. Suppose you were to graph the price of the bond during the period 1990-2020, with price on the vertical axis and time on the horizontal axis. The graph would be: a) a horizontal line at a price of $1000 b) a downward sloping curve, reflecting a decreasing price over time c) an upward sloping curve, reflecting an increasing price over time 2. Let's say par value is $1000, and this bond was issued at a premium to par in 1990. In other words, it was issued as a premium bond. It matured in 2020. Let's assume investors' required return (.e. yield to maturity) for this bond never changed. Suppose you were to graph the price of the bond during the period 1990-2020, with price on the vertical axis and time on the horizontal axis. The graph would be: a) a horizontal line at a price of $1000 b) a downward sloping curve, reflecting a decreasing price over time c) an upward sloping curve, reflecting an increasing price over time 3. Let's say par value is $1000, and this bond was issued at par in 1990. In other words, it was issued as a par bond. It matured in 2020. Let's assume investors' required return (i.e. yield to maturity) for this bond never changed. Suppose you were to graph the price of the bond during the period 1990-2020, with price on the vertical axis and time on the horizontal axis. The graph would be: a) a horizontal line at a price of $1000 b) a downward sloping curve, reflecting a decreasing price over time c) an upward sloping curve, reflecting an increasing price over time