Mr Daniels Maths
Expanding Single Brackets 1 No Grid

Set 1

Set 2

Set 3

Q1) Expand 6(z + 2) = [ 6z + 12]

Q1) Expand
\(9(7x + 5) \)= [ \(63x + 45\)]

Q1) Expand
4x(5x + 3) = [ \(20x^2 + 12x\)]

Q2) Expand 10(y + 1) = [ 10y + 10]

Q2) Expand
\(7(5y -2) \)= [ \(35y -14\)]

Q2) Expand
6y(2y + 2) = [ \(12y^2 + 12y\)]

Q3) Expand 5(x + 2) = [ 5x + 10]

Q3) Expand
\(4(8z + 9) \)= [ \(32z + 36\)]

Q3) Expand
2x(3x + 4) = [ \(6x^2 + 8x\)]

Q4) Expand 4(x + 3) = [ 4x + 12]

Q4) Expand
\(8(3x + 2) \)= [ \(24x + 16\)]

Q4) Expand
8y(2y + 2) = [ \(16y^2 + 16y\)]

Q5) Expand 10(z + 9) = [ 10z + 90]

Q5) Expand
\(6(5w -3) \)= [ \(30w -18\)]

Q5) Expand
4y(2y + 3) = [ \(8y^2 + 12y\)]

Q6) Expand 6(y + 1) = [ 6y + 6]

Q6) Expand
\(2(4w + 2) \)= [ \(8w + 4\)]

Q6) Expand
9w(10w + 3) = [ \(90w^2 + 27w\)]

Q7) Expand 5(y + 3) = [ 5y + 15]

Q7) Expand
\(2(3w + 2) \)= [ \(6w + 4\)]

Q7) Expand
2x(3x -6) = [ \(6x^2 -12x\)]

Q8) Expand 4(y + 1) = [ 4y + 4]

Q8) Expand
\(10(3y + 6) \)= [ \(30y + 60\)]

Q8) Expand
4y(8y -2) = [ \(32y^2 -8y\)]

Q9) Expand 10(x + 9) = [ 10x + 90]

Q9) Expand
\(8(2x + 5) \)= [ \(16x + 40\)]

Q9) Expand
6x(5x -2) = [ \(30x^2 -12x\)]

Q10) Expand 6(y + 4) = [ 6y + 24]

Q10) Expand
\(6(4x -2) \)= [ \(24x -12\)]

Q10) Expand
8z(6z -2) = [ \(48z^2 -16z\)]