Question

Sean earns £8 per hour for eight hours of work during the week and double time for four hours at the weekend. Jane earns £9 per hour for six hours of work during the week and time and a half for six hours of work at the weekend. Who earns more?

a) Sean
b) Jane
c) They earn the same.
d) None of the above

Answer 1

To determine who earns more, we need to calculate the total earnings for Sean and Jane. Sean earns £8 per hour for 8 hours during the week and double time for 4 hours at the weekend. Jane earns £9 per hour for 6 hours during the week and time and a half for 6 hours at the weekend. Comparing their total earnings, Jane earns more than Sean.

Step-by-step explanation:

To determine who earns more, we need to calculate the total earnings for Sean and Jane. Sean earns £8 per hour for 8 hours during the week, which is 8 x £8 = £<<64=64>>64. Additionally, he earns double time for 4 hours at the weekend, which is 4 x 2 x £8 = £<<64=64>>64. Therefore, Sean's total earnings are £64 + £64 = £<<128=128>>128.

Jane earns £9 per hour for 6 hours during the week, which is 6 x £9 = £<<54=54>>54. She also earns time and a half for 6 hours at the weekend, which is 6 x 1.5 x £9 = £<<81=81>>81. Therefore, Jane's total earnings are £54 + £81 = £<<135=135>>135.

Comparing the total earnings, we can see that Jane earns more than Sean. Therefore, the answer is b) Jane.