1 Of ???
XLR8 said:
Hi Folks.
I have pulled out my trusty "Corvette Black Book" and once again tried to read and utilize the section on "Extrapolation". It is alittle above my limited math background but here goes.
In 1989 there were a total of 26,412 Corvettes built. There were 4113 built with manual transmissions. This is 16% of the total. There were 5426 with the White exterior color. So the number of White Corvettes with manual transmission can be calculated as 16% or 868. You did not specify if your interior was red base leather (6714) or red sport leather (425) so I used the total of 7139 with the red interior, which is 27% of total production. So an extrapolated estimate of the number of white 1989 Corvettes with manual transmission and red interior is 27% of 868 or 234.
This is my best estimate with my limited understanding of "extrapolation". I am going out on a limb here, and hopefully will not get "flamed" too bad by everyone, but I've wanted to calculate the same info about my car and I love to solve a problem.
BTW - if you ever find a better estimate or concrete info please post it so that I can learn how far off (or near) the mark I was.
Good luck!
JAG
Okay JAG, I attempted to use your theory of extrapolation utilizing data for my '92 gleaned from The Black Book. The results, I have to ask, ...do they seem plausible??
Total Production: 20,479
Total Coupes: 14,604
Total Converts: 5,875
Total ZR-1: 502 (all 6-speeds)
Yellow: 678 div by 20,479 = 3.31%
6-speed: 5,487 " " = 26.79%
Base Leather Seats: 10,565 " " = 51.59%
Power Pax Seat: 16,179 " " = 79.00%
Delco-Bose/CD 15,199 " " = 74.22%
FX3: 5,840 " " = 28.52%
Less Convertibles: 14,604 " " = 71.31%
Less ZR-1 502 " " = 96.56% (are LT1)
(20,479) (3.31%) = 678 of all production, those that are yellow
(678) (26.79%) = 182 of all yellow, those w/6-speed
(182) (51.59%) = 94 of those w/6-speed # w/Base Leather
(94) (79.00%) = 75 of those, # w/PAX Pwr seat
(75) (74.22%) = 56 of those, # w/Delco Bose /CD
(56) (28.52%) = 16 of those, # w/FX3
(16) (71.31%) = 12 of those, eliminate convertibles
(12) (96.56%) = 12 of those, eliminate ZR1
These calculations result in mine being one of twelve. Possible??, do you think I did the math logically? Any input??
Thanks Y'all, Bill