PractiseQuestion bank
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13 questions
SA-4024-AL1-0012 marksL1 FoundationCalculatorExpanding
Expand and simplify 3(x+4)−2(x−1). Salam Academy Original Practice · Proposed mark scheme
SA-4024-AL1-0022 marksL1 FoundationCalculatorExpanding
Expand and simplify (x+5)(x−3). Salam Academy Original Practice · Proposed mark scheme
SA-4024-AL1-0032 marksL1 FoundationCalculatorFactorising
x2−7x+12=(x−a)(x−b) with a<b. Find a and b. Salam Academy Original Practice · Proposed mark scheme
SA-4024-AL1-0051 markL1 FoundationCalculatorFactorising
6x2+9x factorises completely as 3x(2x+k). Find k. Salam Academy Original Practice · Proposed mark scheme
SA-4024-AL5-0012 marksL1 FoundationNon-calculatorExpanding
(2x−3)2=4x2+bx+c. Find b and c. Salam Academy Original Practice · Proposed mark scheme
SA-4024-AL5-0022 marksL1 FoundationNon-calculatorFactorising
12xy−8x2 factorises completely as kx(3y−2x). Find k. Salam Academy Original Practice · Proposed mark scheme
SA-4024-AL-Q011 markL1 FoundationCalculatorFactorising
x2−16 factorises to Salam Academy Original Practice · Proposed mark scheme
SA-4024-AL-0013 marksL2 StandardNon-calculatorExpanding
Expand and simplify (2x+3)(x−4)−2x(x−1). Salam Academy Original Practice · Proposed mark scheme
SA-4024-AL-0023 marksL2 StandardNon-calculatorFactorising
Factorise 6x2+7x−3, and hence solve 6x2+7x−3=0. Salam Academy Original Practice · Proposed mark scheme
SA-4024-AL1-0061 markL2 StandardCalculatorFactorising
4x2−25=(2x−a)(2x+a). Find a. Salam Academy Original Practice · Proposed mark scheme
SA-4024-AL5-0032 marksL2 StandardNon-calculatorFactorising
x2+2x−15=(x+a)(x+b) with a>b. Find a and b. Salam Academy Original Practice · Proposed mark scheme
SA-4024-AL5-0042 marksL2 StandardNon-calculatorFactorising
Factorise 3x+3y+ax+ay by grouping. Which is correct? Salam Academy Original Practice · Proposed mark scheme
SA-4024-AL5-0051 markL2 StandardNon-calculatorExpanding
Use a2−b2=(a−b)(a+b) to work out 52×48 without a calculator. Salam Academy Original Practice · Proposed mark scheme