solve for p.\n9p(-4p + 3) = 0\nwrite your answers as integers or fractions.\np = or p =

Explanation:

Step1: Apply zero - product property

If (ab = 0), then (a=0) or (b = 0). For (9p(-4p + 3)=0), we have two cases: Case 1: (9p=0) Case 2: (-4p + 3=0)

Step2: Solve (9p = 0)

Divide both sides by (9): (p=\frac{0}{9}=0)

Step3: Solve (-4p+3 = 0)

Subtract (3) from both sides: (-4p=-3) Divide both sides by (-4): (p=\frac{-3}{-4}=\frac{3}{4})

Answer:

(p = 0) or (p=\frac{3}{4})