Can someone please help me with #33 and #34 of the special products of polynomials : perfect square trinomials + sum and difference of squares and Punett squares assignment?

33) In a type of flower called the four o'clock flower, RR yields red flowers and WW yields white flowers and RW yields pink flowers because of incomplete dominance. Suppose we have cross pollinated two flowers - one is RR and one Is WW. ) Complete the Punnet Square. Identify if each combination will result in Red, White, or Pink. What percent of the possible gene combinations result in red flowers? What percent of the possible gene combinations result in white flowers? What percent of the possible gene combinations result in pink flowers? R R W W b) Show how you could use a polynomial to model the possible gene combinations, 34) Each of two dogs has one black gene (B) and one white gene (W). BB yields black fur, WW yields white fur, and a combination BW yields gray fur because there can be incomplete dominance. Suppose each parent has the same gene combination BW. a) Complete the Punnet Square, Identify if each combination will result in Black, White, or Gray. What percent of the possible gene combinations result in black fun? What percent of the possible gene combinations result in while fur? What percent of the possible gene combinations result in gray fur? B W b) Show how you could use a polynomial to model the possible gene combinations