1. Jewelry Identifier
  2. Silver melt value
  3. Coin .900 · 2 g

* Silver melt value

Coin .900 2 g melt value today

2 g of coin silver (.900) (90.0% pure silver) is worth about $3.36 in melt value as of July 13, 2026 — a scrap buyer typically pays ~85% of that ($2.86) after refining and margin. That weight is typical of rings, pendants, lightweight silver bracelets.

Published July 11, 2026 · Updated July 13, 2026

Coin .900 · 2 g — live estimate

Melt value
$3.36
Realistic scrap (~85%)
$2.86
Pure silver content
1.800 g
Per-gram melt
$1.68/g
Purity
90.0% (Coin .900)
As of
July 13, 2026

The calculation

melt = spot/g × purity × weight(g)
     = $1.87 × 0.9 × 2
     = $3.36

Scrap buyers typically deduct ~15% for assay and refining, landing near $2.86. Designed or branded pieces can sell for more intact than melted.

What usually weighs about 2 g?

At 2 g, you are usually looking at rings, pendants, lightweight silver bracelets. Confirm the hallmark matches Coin .900 before you accept a scrap offer — plated lookalikes are worth far less.

Before you sell

  1. Confirm the Coin .900 stamp (or equivalent fineness mark).
  2. Weigh in grams on a jewelry scale; exclude stones and non-silver parts.
  3. Compare at least two scrap offers against the $2.86 ballpark above.
  4. Not sure of the metal? Scan it in the Jewelry Identifier app first.

* Frequently asked

FAQ

Q. How much is 2 g of coin silver (.900) worth today?
A. About $3.36 in pure melt value as of July 13, 2026. A realistic scrap offer is near $2.86 (~85% of melt) after refining and margin.
Q. How much pure silver is in 2 g of Coin .900?
A. Coin .900 is 90.0% silver by weight, so 2 g contains about 1.800 g of pure silver.
Q. How do I calculate Coin .900 value myself?
A. Multiply today's silver spot per gram ($1.87) by the purity (0.9) and by the weight in grams (2). That is $1.87 × 0.9 × 2 = $3.36.
Q. Is 2 g a normal weight for Coin .900 jewelry?
A. Yes for rings, pendants, lightweight silver bracelets. Weigh only the silver — exclude stones and non-silver findings — before using this estimate.

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