Mr Daniels Maths
Expanding Single Brackets 1

Set 1

Set 2

Set 3

Q1) 6(y + 7) = [ 6y + 42]

Q1) \(7(5w -7) \)= [ \(35w -49\)]

Q1) 6x(9x + 5) = [ \(54x^2 + 30x\)]

Q2) 10(w + 10) = [ 10w + 100]

Q2) \(6(3y -2) \)= [ \(18y -12\)]

Q2) 10y(10y -3) = [ \(100y^2 -30y\)]

Q3) 10(y + 5) = [ 10y + 50]

Q3) \(7(3w -2) \)= [ \(21w -14\)]

Q3) 4y(5y + 4) = [ \(20y^2 + 16y\)]

Q4) 9(x + 9) = [ 9x + 81]

Q4) \(4(3z + 2) \)= [ \(12z + 8\)]

Q4) 5w(4w + 2) = [ \(20w^2 + 10w\)]

Q5) 7(y + 2) = [ 7y + 14]

Q5) \(9(5x -3) \)= [ \(45x -27\)]

Q5) 9y(9y -5) = [ \(81y^2 -45y\)]

Q6) 8(w + 10) = [ 8w + 80]

Q6) \(8(10y -2) \)= [ \(80y -16\)]

Q6) 8w(9w -4) = [ \(72w^2 -32w\)]

Q7) 10(y + 1) = [ 10y + 10]

Q7) \(9(6w + 8) \)= [ \(54w + 72\)]

Q7) 2z(8z + 9) = [ \(16z^2 + 18z\)]

Q8) 5(w + 3) = [ 5w + 15]

Q8) \(4(7w + 5) \)= [ \(28w + 20\)]

Q8) 4w(10w -2) = [ \(40w^2 -8w\)]

Q9) 8(w + 4) = [ 8w + 32]

Q9) \(8(9y -2) \)= [ \(72y -16\)]

Q9) 10z(10z -4) = [ \(100z^2 -40z\)]

Q10) 4(y + 4) = [ 4y + 16]

Q10) \(8(6x -2) \)= [ \(48x -16\)]

Q10) 4y(8y -3) = [ \(32y^2 -12y\)]