- #1
steevsaul
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Hi Everyone,
Noone I know can give a mathematical reason why the below problem exists. I will explain what the parameters are and what we see happening and if anyone can solve the problem then that will be impressive..
The problem is about putting a waterfall chart together where individual inputs are changed and their overall effect on the final number are apportioned.
NRV (Net rock volume) is the product of GRV (Gross Rock Volume) and NTG (Net to Gross).
There are two zones (A and B) which have different starting (OLD) and NEW GRV and NTG and therefore NRV numbers.
Looking at Zone A the new NRV is 825 (product of 1500 and 0.55). The proportion of the change (325) attributable to GRV is 250 (calculated by ((1500-1000)/1000)*500) which is the percentage increase in GRV multiplied by the original NRV. Doing the same calculation for NTG gives 75 as the change in NRV attributable to NTG. Adding the two together gives 325 which ties out with the total change in NRV.
Now to the main problem. When we do this individually for each zone we get the first numbers in the image highlighted in yellow. A total change in NRV of 345 (245 from GRV change and 100 from NTG change)..
HOWEVER, when we sum the GRV of the two zones together we get 1300 OLD and 1750 NEW which is a change of 450 (matches). The NRV change is still 345 however the proportion using the same maths attributable to GRV is now 183 (((1750-1300)/1300)*530)..
Can anyone tell me why there is a difference when we look at the sum of the individual zones versus the combined zones.
Thanks,
SteveView attachment 5449
Noone I know can give a mathematical reason why the below problem exists. I will explain what the parameters are and what we see happening and if anyone can solve the problem then that will be impressive..
The problem is about putting a waterfall chart together where individual inputs are changed and their overall effect on the final number are apportioned.
NRV (Net rock volume) is the product of GRV (Gross Rock Volume) and NTG (Net to Gross).
There are two zones (A and B) which have different starting (OLD) and NEW GRV and NTG and therefore NRV numbers.
Looking at Zone A the new NRV is 825 (product of 1500 and 0.55). The proportion of the change (325) attributable to GRV is 250 (calculated by ((1500-1000)/1000)*500) which is the percentage increase in GRV multiplied by the original NRV. Doing the same calculation for NTG gives 75 as the change in NRV attributable to NTG. Adding the two together gives 325 which ties out with the total change in NRV.
Now to the main problem. When we do this individually for each zone we get the first numbers in the image highlighted in yellow. A total change in NRV of 345 (245 from GRV change and 100 from NTG change)..
HOWEVER, when we sum the GRV of the two zones together we get 1300 OLD and 1750 NEW which is a change of 450 (matches). The NRV change is still 345 however the proportion using the same maths attributable to GRV is now 183 (((1750-1300)/1300)*530)..
Can anyone tell me why there is a difference when we look at the sum of the individual zones versus the combined zones.
Thanks,
SteveView attachment 5449