Average salary increment since you started working?

Sly21C

Expert Member
Joined
Feb 14, 2008
Messages
4,632
Reaction score
18
Location
Pretoria
EDIT:

What is your average annual gross salary increment (in percentage) since you started working?

If you started working 10 years ago, earned R200 a month or R2400 a year and you now (10 years later) earn R1000 a month or R12000 a year then it means your salary increased R400% over 10 years.
x = [(12000-2400)/2400]*100
x = 400% over 10 years

Your average annual salary increment over 10 years is therefore:
x = [(12000/2400)^(1/10)]-1
x = 0.1746*100
x = 17.5%

I started working 7.5 years ago.
My percentage salary increment over 7.5 years is 366%
My average annual increment is 22.8%
 
Last edited:
Dude, your calculation is not right.
If your salary is R2400 per annum and it increases by 40% per annum then you would sit pretty with about R69421.1174 per annum after 10 years.
 
In my calculation, my salary has been almost doubling every year since I started working. Definitely not the case :(
 
Actually:

If your salary was R2400 ten years ago and now its R12000 that is an annual increase of 17.5% not 40%.

Thats some weird equation you got right there.
 
Sly You calculations Aren't right.....
anyways 3yrs back I earned R1 and now I earn R2.25, calculate that....
 
This thread shows me how I've stagnated in life ...

*goes to drink beer*
 
Sounds like Zuma's annual increment :)

If this was so then everybody would have been addicted to work at that increase, imagine overtime pay…

Also the South African economy forgot about certain people, I know achievers whom are struggling with salaries, due to non-existent increases. Sometimes it pays to be the boss, makes me thinking… maybe the OP is trying to calculate his own salary increase?
 
Actually:

If your salary was R2400 ten years ago and now its R12000 that is an annual increase of 17.5% not 40%.

Thats some weird equation you got right there.

That calculation of his works out the percentage increase on the original salary.

IE, 2400 x .40 = 960. 960 over 10 years is 9600. Add the original 2400 and you get 12000.

Pointless data. What is the correct formula?
 
What is the correct formula?
Opening x (1 + A) ^ Years = Closing

With A being the percentage increase compounded. e.g. 0.2 = 20% p.a. effective

That number is comparable 1:1 to e.g. the rate of inflation. So in the above case you're scoring ~14% *real* increase, not 20%.
 
Last edited:
What is your average annual gross salary increment (in percentage) since you started working?

If you started working 10 years ago, earned R200 a month or R2400 a year and you now (10 years later) earn R1000 a month or R12000 a year then it means your average annual salary increment is R40%.
x = [(1000-200)/1000]*100
x = 80%/10 years
x = 8%

I started working in 2005, i.e. 7.5 years ago.
My percentage salary increment over 7.5 years is 366%
My average annual increment is 48.8%


Now that is more realistic....
 
Top
Sign up to the MyBroadband newsletter
X