Mr Daniels Maths
Expanding Single Brackets 1

Set 1

Set 2

Set 3

Q1) 4(w + 1) = [ 4w + 4]

Q1) \(2(6z + 2) \)= [ \(12z + 4\)]

Q1) 2y(3y + 4) = [ \(6y^2 + 8y\)]

Q2) 5(y + 9) = [ 5y + 45]

Q2) \(9(9y + 5) \)= [ \(81y + 45\)]

Q2) 7y(3y -7) = [ \(21y^2 -49y\)]

Q3) 5(x + 3) = [ 5x + 15]

Q3) \(8(4w + 3) \)= [ \(32w + 24\)]

Q3) 9x(9x + 2) = [ \(81x^2 + 18x\)]

Q4) 9(w + 2) = [ 9w + 18]

Q4) \(8(6z + 7) \)= [ \(48z + 56\)]

Q4) 9x(8x + 3) = [ \(72x^2 + 27x\)]

Q5) 8(z + 3) = [ 8z + 24]

Q5) \(7(9x -3) \)= [ \(63x -21\)]

Q5) 2z(3z + 6) = [ \(6z^2 + 12z\)]

Q6) 5(y + 2) = [ 5y + 10]

Q6) \(2(8z + 2) \)= [ \(16z + 4\)]

Q6) 4y(7y -5) = [ \(28y^2 -20y\)]

Q7) 2(z + 4) = [ 2z + 8]

Q7) \(6(3x -9) \)= [ \(18x -54\)]

Q7) 8w(2w -3) = [ \(16w^2 -24w\)]

Q8) 7(y + 5) = [ 7y + 35]

Q8) \(10(8z -3) \)= [ \(80z -30\)]

Q8) 4x(4x -2) = [ \(16x^2 -8x\)]

Q9) 9(w + 9) = [ 9w + 81]

Q9) \(7(8x -3) \)= [ \(56x -21\)]

Q9) 6y(8y -5) = [ \(48y^2 -30y\)]

Q10) 10(w + 10) = [ 10w + 100]

Q10) \(3(5z -3) \)= [ \(15z -9\)]

Q10) 4x(8x + 3) = [ \(32x^2 + 12x\)]