your Marlin model 322 was only made from 1954-1957.There were only 5,850 rifles made during this time span.While you would think that the value would reflect this it does not.Your rifle is valued at between 250-400 dollars for a rifle showing between 60%-90% of its original finish and a good bore.a Marlin collector may pay more if the right one comes along.
Between 250-400 dollars,depending on overall condition.
5,859 total 322 Sakos were made for Marlin, and 354 of the 422's made.
322
Assuming a normal distribution: If 16% are less than 307, then 84% are greater than 307. Using single tailed normal tables we want the z value which gives 84%-50% = 34% = 0.34 to the left of the mean; this is z ≈ -0.995 z = (value - mean)/standard deviation → standard deviation = (value - mean)/z ≈ (307 - 312)/-0.995 ≈ 5.03 The z value of 322 is z ≈ (322 - 312)/5.03 ≈ 1.99 Using the single tailed tables give the value of the normal distribution for z = 1.99 as approx 0.477 to the right of the mean. This means that 0.477 + 0.5 = 0.977 are less than 322 → 1 - 0.977 = 0.023 = 2.3 % are greater than 322 → probability greater than 322 is 2.3%
Let one number be x+9 and the other x:- (x+9)*x = 322 x2+9x-322 = 0 Solving the above by means of the quadratic equation formula gives x a positive value of 14. So the numbers are 14 and 14+9 = 23 Check: 14*23 = 322
263-322 = -59
30% of $322 = 0.30 x $322 = $96.60
It is 322
it is 322
It is: 322 = CCCXXII
322 is double 161 (2 x 161 = 322)
322 161,2 23,7,2