thelwellj6
New Member
- Joined
- May 16, 2018
- Messages
- 1
I am working on a problem that I just can't solve. It may be that I can solve with good old IFs but I want to see if Goal Seek or Solver would work better.
Basically, I have 2 tables. One table has John, Peter and Mark repairing bicycles. Bicycle A totals up to 34, B total is 120, C total is 119, D total is 78.
Table 2 has the same people repairing motorbikes. Type A total is 58, B is 120, C is 121 and D is 80.
The total overall productivity for Type A (across bicycles and motorbikes) is John = 12, Peter = 43, Mark = 37. Product B has John = 65, Peter = 150, Mark = 25. Product C has John = 156, Peter = 75 and Mark = 9 and Product D has John = 87, Peter = 44, Mark = 27.
My question is, how many bicycles and motorbikes (broken down by each product category A to D) would each of them make?
I hope this makes sense and I would appreciate your help. I have also posted a table below if this helps. Thanks so much in advance.
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Basically, I have 2 tables. One table has John, Peter and Mark repairing bicycles. Bicycle A totals up to 34, B total is 120, C total is 119, D total is 78.
Table 2 has the same people repairing motorbikes. Type A total is 58, B is 120, C is 121 and D is 80.
The total overall productivity for Type A (across bicycles and motorbikes) is John = 12, Peter = 43, Mark = 37. Product B has John = 65, Peter = 150, Mark = 25. Product C has John = 156, Peter = 75 and Mark = 9 and Product D has John = 87, Peter = 44, Mark = 27.
My question is, how many bicycles and motorbikes (broken down by each product category A to D) would each of them make?
I hope this makes sense and I would appreciate your help. I have also posted a table below if this helps. Thanks so much in advance.
%age of Repairs | Total of Bicycles & Motorbike Repairs | |||||||||
John | Peter | Mark | John | Peter | Mark | |||||
Product A | 4% | 14% | 38% | Product A | 12 | 43 | 37 | |||
Product B | 20% | 48% | 26% | Product B | 65 | 150 | 25 | |||
Product C | 49% | 24% | 9% | Product C | 156 | 75 | 9 | |||
Product D | 27% | 14% | 28% | Product D | 87 | 44 | 27 | |||
Bicycles | Total | John | Peter | Mark | Motorbikes | Total | John | Peter | Mark | |
Product A | 34 | Product A | 58 | |||||||
Product B | 120 | Product B | 120 | |||||||
Product C | 119 | Product C | 121 | |||||||
Product D | 78 | Product D | 80 |
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