answersLogoWhite

0


Best Answer

a pair at a local shop recently sold for $750

User Avatar

Wiki User

15y ago
This answer is:
User Avatar

Add your answer:

Earn +20 pts
Q: What is the value of a Matched Pair of Wingmaster 870's in 28 and 410 ga?
Write your answer...
Submit
Still have questions?
magnify glass
imp
Related questions

What value do the SWOT and Matched Pair Analyses add to the strategic planning process?

What value do the SWOT and Matched Pair Analyses add to the strategic planning process?


What is the value of Remington 1100 matched pair skeet shotguns?

Value of ANY gun is based on EXACT make, model, variety and condition. You need a hands-on appraisal.


What is the name of one of a matched pair?

Hugo,


Is matched an adjective?

It can be (matched players, matched teams). It is the past participle of the verb to match (to harmonize, to go together, to pair suitably).


What is a word that means one of a pair that starts with m and ends with e?

The word MATE means one of a matched pair.


How do you spell doublet?

That is the correct spelling of the noun "doublet" (a matched pair, or a jacket).


Which pairing matched the type of substance with the item it donates?

Acid:Electron pair;Base:Proton


What is the value of a matched pair of stainless engraved Smith and Wesson model 66-1 357 magnum revolvers with consecutive serial numbers 37K0013 and 37K0014?

100-1000 usd


What has the author Beryl Tanner written?

Beryl Tanner has written: 'A well-matched pair'


Where can I get disassembly assembly instructions for the Rossi M4122S Matched Pair receiver?

Contact Rossi


What is the value of a matched pair of postwar first generation 38 special Single Action Armys serials 357xx1 and 357XX2 new in the box?

$1000 and up, depending on condition, markings, history,etc.


If you have 14 brown socks and 14 blue socks and 14 black socks how many must you remove without looking to be sure to have a matched pair?

You need to remove four socks without looking in order to have a matched pair. Here is the explanation: We have three distinct sets of socks: brown, blue and black. Look at each set as a bin, and consider choosing a sock from this set as placing a ball in the respective bin. If we place three balls, it is possible to have one ball in each bin, so we get no matched pair. Now, if we place four balls, we have to have two balls in at least one bin, corresponding to a matched pair. This makes for four socks we must choose to be sure we have a matched pair. This is a special case of the pigeonhole principle (please see related link).