Q1) Joseph buys 9 cakes with a cup of tea at £8. This costs £98. How much does each cake cost? [ $9x + 8 = 98$, $x = 10$]

Q1) Three consecutive odd numbers sum to 51. What values are these three numbers? [ 15,17 and 19]

Q1) 8 cakes and 10 biscuits cost the same as 6 cakes and 16 biscuits. If each biscuit costs £1 each. How much does a cake cost? [ $8c + 10 = 6c + 16$,$c$ = 3, A cake cost £3.]

Q2) Harley buys 6 cakes with a cup of tea at £5. This costs £41. How much does each cake cost? [ $6x + 5 = 41$, $x = 6$]

Q2) Three consecutive odd numbers sum to 39. What values are these three numbers? [ 11,13 and 15]

Q2) 9 cakes and 10 biscuits cost the same as 7 cakes and 20 biscuits. If each biscuit costs £1 each. How much does a cake cost? [ $9c + 10 = 7c + 20$,$c$ = 5, A cake cost £5.]

Q3) Logun buys 10 cakes with a cup of tea at £5. This costs £55. How much does each cake cost? [ $10x + 5 = 55$, $x = 5$]

Q3) Three consecutive even numbers sum to 18. What values are these three numbers? [ 4,6 and 8]

Q3) 6 cakes and 2 biscuits cost the same as 4 cakes and 12 biscuits. If each biscuit costs £1 each. How much does a cake cost? [ $6c + 2 = 4c + 12$,$c$ = 5, A cake cost £5.]

Q4) Jenson buys 7 cakes with a cup of tea at £4. This costs £25. How much does each cake cost? [ $7y + 4 = 25$, $y = 3$]

Q4) Three consecutive odd numbers sum to 51. What values are these three numbers? [ 15,17 and 19]

Q4) There are three boys Adam,Bart and Charlie. Bart is 2 years older than Adam. Charlie is 6 years older than Bart. Their ages sum to 40. What are their ages? [ Adam is 10, Bart is 12 and Charlie is 18 year old.]

Q5) Lumaya buys 10 cakes with a cup of tea at £10. This costs £90. How much does each cake cost? [ $10x + 10 = 90$, $x = 8$]

Q5) Three consecutive numbers sum to 24. What values are these three numbers? [ 7,8 and 9]

Q5) 7 cakes and 16 biscuits cost the same as 5 cakes and 20 biscuits. If each biscuit costs £1 each. How much does a cake cost? [ $7c + 16 = 5c + 20$,$c$ = 2, A cake cost £2.]

Q6) Luke buys 3 cakes with a cup of tea at £2. This costs £23. How much does each cake cost? [ $3z + 2 = 23$, $z = 7$]

Q6) Three consecutive even numbers sum to 18. What values are these three numbers? [ 4,6 and 8]

Q6) There are three boys Adam,Bart and Charlie. Bart is 6 years older than Adam. Charlie is 8 years older than Bart. Their ages sum to 41. What are their ages? [ Adam is 7, Bart is 13 and Charlie is 21 year old.]

Q7) Kyra buys 9 cakes with a cup of tea at £8. This costs £53. How much does each cake cost? [ $9z + 8 = 53$, $z = 5$]

Q7) Three consecutive numbers sum to 30. What values are these three numbers? [ 9,10 and 11]

Q7) There are three boys Adam,Bart and Charlie. Bart is 2 years older than Adam. Charlie is 8 years older than Bart. Their ages sum to 42. What are their ages? [ Adam is 10, Bart is 12 and Charlie is 20 year old.]

Q8) Lumaya buys 7 cakes with a cup of tea at £7. This costs £63. How much does each cake cost? [ $7y + 7 = 63$, $y = 8$]

Q8) Three consecutive odd numbers sum to 39. What values are these three numbers? [ 11,13 and 15]

Q8) There are three boys Adam,Bart and Charlie. Bart is 6 years older than Adam. Charlie is 5 years older than Bart. Their ages sum to 47. What are their ages? [ Adam is 10, Bart is 16 and Charlie is 21 year old.]

Q9) Jaden buys 8 cakes with a cup of tea at £10. This costs £82. How much does each cake cost? [ $8x + 10 = 82$, $x = 9$]

Q9) Three consecutive numbers sum to 30. What values are these three numbers? [ 9,10 and 11]

Q9) 7 cakes and 5 biscuits cost the same as 5 cakes and 15 biscuits. If each biscuit costs £1 each. How much does a cake cost? [ $7c + 5 = 5c + 15$,$c$ = 5, A cake cost £5.]

Q10) Jenson buys 4 cakes with a cup of tea at £3. This costs £15. How much does each cake cost? [ $4y + 3 = 15$, $y = 3$]

Q10) Three consecutive numbers sum to 6. What values are these three numbers? [ 1,2 and 3]

Q10) 9 cakes and 4 biscuits cost the same as 7 cakes and 16 biscuits. If each biscuit costs £1 each. How much does a cake cost? [ $9c + 4 = 7c + 16$,$c$ = 6, A cake cost £6.]