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Factor the expression 3p^(2)-2p-5

Factor the expression 3p22p5 3 p^{2}-2 p-5

Full solution

Q. Factor the expression 3p22p5 3 p^{2}-2 p-5
  1. Identify expression: Identify the expression and check if it can be factored or simplified further.\newlineCalculation: 3p22p53p^2 - 2p - 5\newlineThis is a quadratic expression and does not factor neatly with simple methods.
  2. Check for factors: Since the expression cannot be factored easily, check if any common factors exist.\newlineCalculation: The terms 3p23p^2, 2p-2p, and 5-5 do not share any common factors other than 11.
  3. Check common factors: Conclude that the expression is already in its simplest form.\newlineCalculation: Final simplified form = 3p22p53p^2 - 2p - 5

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