We’d like to remind Forumites to please avoid political debate on the Forum.
This is to keep it a safe and useful space for MoneySaving discussions. Threads that are – or become – political in nature may be removed in line with the Forum’s rules. Thank you for your understanding.
📨 Have you signed up to the Forum's new Email Digest yet? Get a selection of trending threads sent straight to your inbox daily, weekly or monthly!
Quick maths question, please...
FatVonD
Posts: 5,315 Forumite
If one was working in a job for 42.5 hours per week (that includes lunch hour) and negotiated the hours down to 40 hours per week (on the same money) what percentage wage increase would that be equivalent to?
Make £25 a day in April £0/£750 (March £584, February £602, January £883.66)
December £361.54, November £322.28, October £288.52, September £374.30, August £223.95, July £71.45, June £251.22, May£119.33, April £236.24, March £106.74, Feb £40.99, Jan £98.54) Total for 2017 - £2,495.10
December £361.54, November £322.28, October £288.52, September £374.30, August £223.95, July £71.45, June £251.22, May£119.33, April £236.24, March £106.74, Feb £40.99, Jan £98.54) Total for 2017 - £2,495.10
0
Comments
-
I make it 7.1%0
-
6.25%
(2.5/40*100).Trying to be a man is a waste of a woman0 -
Is the lunch hour paid?0
-
x per 42.5hrs = x/42.5 per hour = 40x/1700 per hour
x per 40 hrs = x/40 per hour = 42.5x/1700 per hour
So there is an increase in 2.5x/1700 per hour
As a percentage of original=
(2.5x/1770)/(x/42.5)*100
=(2.5x/1700 * 42.5/x)*100
= 106.25x/1700x*100
=106.25/1700*100
=6.25%
(VERY round the houses lol)0 -
-
I make it 6.25% also0
-
notanewuser wrote: »Makes no difference - it's 5 hours in either scenario.
It does matter because the 5 hours is a different percentage in each case.0 -
Perhaps the OP could clarify the lunch arrangements.Trying to be a man is a waste of a woman0
-
If one was working in a job for 42.5 hours per week (that includes lunch hour) and negotiated the hours down to 40 hours per week (on the same money) what percentage wage increase would that be equivalent to?
old wage/new wage
42.5/40=1.0625
therefore (1.0625-1)*100=6.25%
to prove 40+6.25% =42.5
that is the simplistic way,0
This discussion has been closed.
Confirm your email address to Create Threads and Reply
Categories
- All Categories
- 352.3K Banking & Borrowing
- 253.6K Reduce Debt & Boost Income
- 454.3K Spending & Discounts
- 245.3K Work, Benefits & Business
- 601.1K Mortgages, Homes & Bills
- 177.6K Life & Family
- 259.2K Travel & Transport
- 1.5M Hobbies & Leisure
- 16K Discuss & Feedback
- 37.7K Read-Only Boards