Mr Daniels Maths
Expanding Single Brackets 1 No Grid

Set 1

Set 2

Set 3

Q1) Expand 4(w + 10) = [ 4w + 40]

Q1) Expand
\(10(7w -2) \)= [ \(70w -20\)]

Q1) Expand
6w(6w + 3) = [ \(36w^2 + 18w\)]

Q2) Expand 4(y + 2) = [ 4y + 8]

Q2) Expand
\(8(10x -6) \)= [ \(80x -48\)]

Q2) Expand
6w(8w -2) = [ \(48w^2 -12w\)]

Q3) Expand 6(w + 4) = [ 6w + 24]

Q3) Expand
\(4(2z -3) \)= [ \(8z -12\)]

Q3) Expand
4w(7w -4) = [ \(28w^2 -16w\)]

Q4) Expand 5(w + 9) = [ 5w + 45]

Q4) Expand
\(2(7z -3) \)= [ \(14z -6\)]

Q4) Expand
10z(6z + 5) = [ \(60z^2 + 50z\)]

Q5) Expand 7(z + 3) = [ 7z + 21]

Q5) Expand
\(2(7w + 10) \)= [ \(14w + 20\)]

Q5) Expand
8w(9w + 8) = [ \(72w^2 + 64w\)]

Q6) Expand 10(z + 3) = [ 10z + 30]

Q6) Expand
\(8(8y -2) \)= [ \(64y -16\)]

Q6) Expand
6x(2x -4) = [ \(12x^2 -24x\)]

Q7) Expand 6(y + 5) = [ 6y + 30]

Q7) Expand
\(3(4z + 2) \)= [ \(12z + 6\)]

Q7) Expand
6x(2x + 4) = [ \(12x^2 + 24x\)]

Q8) Expand 3(z + 3) = [ 3z + 9]

Q8) Expand
\(4(9x -4) \)= [ \(36x -16\)]

Q8) Expand
5z(10z -3) = [ \(50z^2 -15z\)]

Q9) Expand 4(z + 5) = [ 4z + 20]

Q9) Expand
\(3(9x + 2) \)= [ \(27x + 6\)]

Q9) Expand
10z(7z + 2) = [ \(70z^2 + 20z\)]

Q10) Expand 5(y + 10) = [ 5y + 50]

Q10) Expand
\(3(4w -2) \)= [ \(12w -6\)]

Q10) Expand
6w(9w + 4) = [ \(54w^2 + 24w\)]