Grade 10 Practice Factoring and Quadratic Equations - Grade...

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Grade 10 Practice Factoring and Quadratic EquationsMultiple ChoiceIdentify the choice that best completes the statement or answers the question.____1.Expand and simplify (2x - 1)(x + 3)
____2.Factor completely:
____3.Factor completely:
____4.Factor completely:
____5.Factor completely:
____6.Expand and simplify -3x(2x - 1)
____7.Expand and simplify (2x - 1)(x - 3)a.b.c.d.____8.Factor completely: a.b.c.d.____9.Factor completely: a.b.c.d.____10.Expand and simplify -2x(x - 3)a.b.c.d.____11.Factor completely: a.b.c.d.____12.Factor completely: a.b.c.d.____13.Expand and simplify (2x + 3)(x - 1)a.b.c.d.____14.Factor completely: a.b.c.d.____15.Expand and simplify 3x(x - 2)a.b.c.d.____16.Factor completely: a.b.c.d.____17.Factor completely: a.b.c.d.____18.Factor completely: a.b.c.d.____19.Factor completely:
____20.Factor completely:
____21.Factor completely:
____22.Factor completely:
____23.Factor completely:
____24.Write an equation that has roots -1 and 2. a.c.b.d.____25.The following diagram illustrates that a.c.b.d.____26.Factor completely: a.b.c.d.____27.Factor completely: a.b.c.d.____28.Factor completely: a.b.c.d.____29.Factor completely: a.b.c.d.____30.Factor completely: a.b.c.d.____31.Expand and simplify 2x(3x - 1)a.b.c.d.____32.Expand and simplify (2x + 1)(x - 3)a.b.c.d.____33.Factor completely: a.b.c.d.____34.Factor completely:
a.b.c.d.____35.Factor completely: a.b.c.d.____

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