I suggest you try to factor that, then sort the factors in ascending order. Then you can subtract the two largest factors.
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The prime fractorization of 33660 is 2² × 3² × 5 × 11 × 17.
The two greatest prime factors are 11 and 17, so their difference is 17 - 11 = 6.
Two.
2 x 2 x 3 x 3 x 5 x 11 x 17 = 33,660 The prime factors of 33,660 are 2, 3, 5, 11 and 17.
1 L = 1000 mL so 33.66 L = 33660 mL
As with any firearm, it is not possible to accurately appraise a gun without seeing it. Condition, and original configuration will determine value. Other factors such as rarity of caliber or guage and higher grades have significant impact on value. Recommend that you see a local gun dealer for an appraisal. You can also do your own investigation by looking at other models being sold that are in the same condition as yours. Try the gunbroker.com or a periodical called "The Gun List" You can also reference the Blue Book of Gun Values which can be purchased on line at various retailers.
170 and 30 go into all multiples of their lowest common multiple: lcm(30, 170) = 510 → 170 and 30 go into all the multiples of 510, namely: 510, 1020, 1530, 2040, 2550, 3060, 3570, 4080, 4590, 5100, 5610, 6120, 6630, 7140, 7650, 8160, 8670, 9180, 9690, 10200, 10710, 11220, 11730, 12240, 12750, 13260, 13770, 14280, 14790, 15300, 15810, 16320, 16830, 17340, 17850, 18360, 18870, 19380, 19890, 20400, 20910, 21420, 21930, 22440, 22950, 23460, 23970, 24480, 24990, 25500, 26010, 26520, 27030, 27540, 28050, 28560, 29070, 29580, 30090, 30600, 31110, 31620, 32130, 32640, 33150, 33660, 34170, 34680, 35190, 35700, 36210, 36720, 37230, 37740, 38250, 38760, 39270, 39780, 40290, 40800, 41310, 41820, 42330, 42840, 43350, 43860, 44370, 44880, 45390, 45900, 46410, 46920, 47430, 47940, 48450, 48960, 49470, 49980, 50490, 51000, ...
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