How can I calculate percentage value +ve/ve growth between 2 values when one or both are negative?
Hi,
I am trying to calculate the % increase / decrease between profit figures from previous to current year. Currently my formula is as follows:
If Sum ({@Current}) <> 0 and Sum ({@Previous}) <> 0 Then
((Sum ({@Current)  Sum ({@Previous}) / Sum ({@Previous})) * 100
It is fine if the current & previous years are both positive or if the previous year is positive and current is negative.
If however the previous year is negative then the values are correct but are incorrectly shown as +ve or ve percentages (dependant upon current year figure)
I simply want to show a positive % if there has been an increase or a negative % if there has been a decrease, regardless of whether one or both figures are negative. So an example
It looks like you might have an error with your order of operations.
You need to group together your (current  previous), so your end equation should be:
[ (current  previous) / previous ] * 100
whereas it looks like you currently have
(current  previous / previous) * 100.
Maybe this is just a mistake when you brought your code over here.
But also think about how you'd measure growth of a negative number. If you start off with 10 and end up with 5, did the value actually shrink by 50% even though it got bigger? Mathematically, yes. This is beacue your base value is negative. A lot of times math looks wrong and doesn't make any sense. But when it comes time to apply it, and use it, these tricky situations make sense.
I think that mrider01 has overlooked one pair of your () so your equation is as he says it should be. You can get out of your difficulty if you use the absolute value of your denominator.
I am not familiar with crystal so I do not know what the Sum function is but I think my solution will solve your problem.
I think that you do not meed to test that current is not zero
There is another difficulty when "previous" is very small. It is doubtful that under that condition the percentage means much. If previously you just broke even and you made a small change in your letterhead and the profit increased by one pound, your printer would want a big bonus because he had increased your profit by 1324%.
aburr, go ahead and count the number of right ")" and left "(" parentheses. On the second line of code there are five left parentheses "(", and there are only four right parentheses ")". The end parenthesis after {@previous gets is the end to the set that begins right at the begining of the {@previous.
I'll label each one for you. o=open, c=close.
([1o]([2o]Sum([3o]{@Current)[3c]Sum([4o]{@Previous})[4c]/Sum([5o]{@Previous})[5c])[2c]*100
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Hi  I stripped down the formula to make it easier to read  but must have backfired on me. Actual formula as below:
If Sum ({@Current }, {orders_by_week.weekno}) <> 0 and Sum ({@Previous}, {orders_by_week.weekno}) <> 0 Then
((Sum ({@Current}, {orders_by_week.weekno})  Sum ({@Previous}, {orders_by_week.weekno})) / Sum ({@Previous}, {orders_by_week.weekno})) * 100
"aburr, go ahead and count the number of right ")" and left "(" parentheses. On the second line of code there are five left parentheses "(", and there are only four right parentheses ")"

you are right.
Nevertheless I believe my solution to the problem stands.
If you just want to make sure that the % is positive if the total goes up and negative if it goes down, try something like:
If Sum ({@Previous}, {orders_by_week.weekno}) <> 0 Then
If Sum ({@Current }, {orders_by_week.weekno}) >=
Sum ({@Previous}, {orders_by_week.weekno}) Then
// Force the result to be positive
Abs ((Sum ({@Current}, {orders_by_week.weekno}) 
Sum ({@Previous}, {orders_by_week.weekno})) /
Sum ({@Previous}, {orders_by_week.weekno}) * 100)
Else
// Force the result to be negative
0  Abs ((Sum ({@Current}, {orders_by_week.weekno}) 
Sum ({@Previous}, {orders_by_week.weekno})) /
Sum ({@Previous}, {orders_by_week.weekno}) * 100)
Note that, as aburr mentioned, you shouldn't check for current <> 0. If you do, your example where previous is 200 and current is 0 will produce 0, instead of 100.
James
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You need to group together your (current  previous), so your end equation should be:
[ (current  previous) / previous ] * 100
whereas it looks like you currently have
(current  previous / previous) * 100.
Maybe this is just a mistake when you brought your code over here.
But also think about how you'd measure growth of a negative number. If you start off with 10 and end up with 5, did the value actually shrink by 50% even though it got bigger? Mathematically, yes. This is beacue your base value is negative. A lot of times math looks wrong and doesn't make any sense. But when it comes time to apply it, and use it, these tricky situations make sense.