How do you figure out how many 94 Admiral Blues with Black interior were made ?
#1
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How do you figure out how many 94 Admiral Blues with Black interior were made ?
How can I figure out how many 94 Admiral Blue Corvettes were made (coupe) ?
And then,
How many of those have black interiors ? (or if it could be estimated)
THANKS!!
And then,
How many of those have black interiors ? (or if it could be estimated)
THANKS!!
#2
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My method is to assume a random statistic on combinations of options for Vettes of a particular year; then I:
-take the raitio of the number with an option my Vette has divided by total Vettes produced in that year
-repeat for each option
-multiply the ratios
-multiply the final ratio by the total number of Vettes built that year
-take the raitio of the number with an option my Vette has divided by total Vettes produced in that year
-repeat for each option
-multiply the ratios
-multiply the final ratio by the total number of Vettes built that year
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OK, so the numbers for '94 Vettes look like:
-23,330 was total production
-17,984 were coupes
-1,584 had Admirla blue exteriors
-193 had black leather interiors
Soo, 17,984/23,330 * 1,584/23,330 * 193/23,330 = .77 * .068 * .0083 = .00043
or .00043 * 23330 = 10
It looks like your Vette is one of only 10....approximately.
-23,330 was total production
-17,984 were coupes
-1,584 had Admirla blue exteriors
-193 had black leather interiors
Soo, 17,984/23,330 * 1,584/23,330 * 193/23,330 = .77 * .068 * .0083 = .00043
or .00043 * 23330 = 10
It looks like your Vette is one of only 10....approximately.
#7
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Originally Posted by 65Z01
OK, so the numbers for '94 Vettes look like:
-23,330 was total production
-17,984 were coupes
-1,584 had Admirla blue exteriors
-193 had black leather interiors
Soo, 17,984/23,330 * 1,584/23,330 * 193/23,330 = .77 * .068 * .0083 = .00043
or .00043 * 23330 = 10
It looks like your Vette is one of only 10....approximately.
-23,330 was total production
-17,984 were coupes
-1,584 had Admirla blue exteriors
-193 had black leather interiors
Soo, 17,984/23,330 * 1,584/23,330 * 193/23,330 = .77 * .068 * .0083 = .00043
or .00043 * 23330 = 10
It looks like your Vette is one of only 10....approximately.
#9
Originally Posted by 65Z01
My method is to assume a random statistic on combinations of options for Vettes of a particular year;
Last edited by VenkmanP; 08-02-2004 at 05:42 PM.