US Silver Coin Melt Value Calculator: Dimes, Quarters, Halves, and Dollars (2026)
Silver coin melt value calculator for US dimes, quarters, halves, and dollars. Silver content by coin type, date, formula, and dealer payout rates.

You find a bag of old coins at an estate sale, or maybe tucked into a shoebox your grandmother left behind. Some of them look old. Some have dates before 1965. You have no idea what they're worth, but you know silver prices have been climbing and you want a real number before you walk into a coin shop.
That is exactly what a Silver Calculator is built for. A proper silver coin melt value calculator gives you the actual metallic worth of each coin type based on today's spot price, not some dealer's verbal estimate. This guide walks you through the formula, the coin-by-coin silver content, the shortcuts professionals use, and the one category of coins that causes more financial mistakes than any other in the junk silver world.
The Melt Value Formula for US Silver Coins
The calculation is straightforward. Every silver coin has a known weight and a known purity. You convert the weight to troy ounces, multiply by the purity percentage, and then multiply by the silver spot price per troy ounce.
Melt Value = (Weight in grams / 31.1035) × Purity × Spot Price per troy oz
There are 31.1035 grams in one troy ounce. That conversion factor never changes. The purity is a fixed property of the coin's composition. The only variable you need to look up is the current spot price.
Worked example: A 1964 Washington quarter weighs 6.25 grams and is 0.900 fine (90% silver). With a spot price of $32.00 per troy ounce:
(6.25 / 31.1035) × 0.900 × 32.00
= 0.20096 × 0.900 × 32.00
= 0.18086 × 32.00
= $5.79
That quarter's melt value at $32 spot is approximately $5.79. Its face value is $0.25. The silver content alone makes it worth more than 23 times face value.
Run the same formula against any coin in your collection as long as you have its weight and purity. The table in the next section gives you both for every major US silver coin series.
US Silver Coin Reference: Silver Content by Type, Date, and Purity
Before you can use the formula, you need the inputs. The United States Mint produced silver coins across multiple denominations and several distinct compositions over the decades. Knowing which years qualify, and exactly how much silver each coin contains, is what separates a quick estimate from an accurate melt calculation.
The table below covers every major US silver coin type you are likely to encounter.

| Coin | Years | Weight (g) | Purity | Silver (troy oz) |
|---|---|---|---|---|
| Mercury Dime | 1916-1945 | 2.50 | 0.900 | 0.07234 |
| Roosevelt Dime (pre-1965) | 1946-1964 | 2.50 | 0.900 | 0.07234 |
| Washington Quarter (pre-1965) | 1932-1964 | 6.25 | 0.900 | 0.18084 |
| Walking Liberty Half Dollar | 1916-1947 | 12.50 | 0.900 | 0.36169 |
| Franklin Half Dollar | 1948-1963 | 12.50 | 0.900 | 0.36169 |
| Kennedy Half Dollar (1964) | 1964 | 12.50 | 0.900 | 0.36169 |
| Kennedy Half Dollar (1965-1970) | 1965-1970 | 11.50 | 0.400 | 0.14792 |
| Morgan Silver Dollar | 1878-1921 | 26.73 | 0.900 | 0.77344 |
| Peace Silver Dollar | 1921-1935 | 26.73 | 0.900 | 0.77344 |
| Trade Dollar | 1873-1885 | 27.22 | 0.900 | 0.78762 |
A few things to keep in mind when reading this table. First, the silver content column is the number you actually multiply by the spot price. At $32/oz, a Morgan dollar's melt value is 0.77344 × $32 = $24.75. Second, date ranges matter. A 1965 Roosevelt dime contains zero silver; a 1964 Roosevelt dime contains 0.07234 troy oz. Third, the Kennedy half dollar splits into two very different entries, and that split is covered in detail below.
Junk Silver Face Value: How to Price a Bag Without a Scale
Dealers and collectors who work with large quantities of 90% silver coins rarely weigh individual pieces. Instead, they use a proven shortcut built into the composition of US 90% silver coinage: every $1.00 in face value of pre-1965 dimes, quarters, or half dollars contains approximately 0.715 troy ounces of silver.
This ratio holds because the silver content of those denominations is proportional to face value. Ten dimes have the same silver as four quarters, which has the same silver as two half dollars. The math is consistent across all three denominations.
Use the Junk Silver Calculator if you want to run these numbers automatically, or work through the table below manually at a $32/oz spot price.
The table below shows total silver value at $32/oz for common face-value bag sizes.
| Face Value | Troy oz Silver (0.715 rule) | Melt Value at $32/oz |
|---|---|---|
| $1.00 | 0.715 | $22.88 |
| $10.00 | 7.15 | $228.80 |
| $100.00 | 71.50 | $2,288.00 |
| $1,000.00 | 715.00 | $22,880.00 |
The $1,000 face value bag is a standard unit in the junk silver trade. At $32 spot it holds roughly $22,880 in melt value. Dealers quote these bags as a premium or discount to melt, and knowing this shortcut lets you verify any quote instantly without a calculator.
The 0.715 figure accounts for average wear on circulated coins. Brand-new uncirculated coins will be closer to 0.7234 troy oz per dollar face, but for bags of mixed circulated coins, 0.715 is the industry-standard figure.
The 40% Silver Kennedy Half Dollars That Most Guides Skip
Kennedy half dollars minted between 1965 and 1970 are silver, but they are not 90% silver. This is the single most common and costly mistake in junk silver sorting. Most people know that coins before 1965 are 90% silver. They assume Kennedy halves either are or are not silver, full stop. The reality is more specific.
The US Mint reduced the silver content of the half dollar in 1965. The 1964 Kennedy half is 90% silver and weighs 12.50 grams. Starting in 1965, the composition dropped to 40% silver with a copper core, and the weight dropped to 11.50 grams.
Here is the full calculation for a 1967 Kennedy half at $32/oz spot:
(11.50 / 31.1035) × 0.400 × 32.00
= 0.36977 × 0.400 × 32.00
= 0.14791 × 32.00
= $4.73
Compare that to the 1964 Kennedy half at the same spot price:
(12.50 / 31.1035) × 0.900 × 32.00
= 0.40192 × 0.900 × 32.00
= 0.36173 × 32.00
= $11.58
The difference is $6.85 per coin at $32 spot. If you're sorting a roll of 20 Kennedy halves and you misclassify ten 1965-1970 pieces as 90% silver, you overstate their value by roughly $68.50. On a larger purchase or sale, that error scales fast.
The silver content of the 40% halves is 0.1479 troy oz per coin. They do not fit the 0.715 face-value shortcut that applies to 90% coins. You need to calculate them separately. See Silver Price Per Ounce Explained for a deeper look at how spot price moves affect these smaller silver fractions.
After 1970, Kennedy half dollars contain no silver at all unless they are proof collector issues from the San Francisco Mint. Standard circulation Kennedy halves from 1971 onward are copper-nickel clad with zero silver content.

What Dealers Pay vs the Melt Value Calculator Output
Your silver coin melt value calculator gives you the theoretical metallic worth of each coin. What a dealer actually offers is a different number, and the gap between the two depends on coin type, current market conditions, and how standardized the material is.
Here is a realistic breakdown of dealer payout rates as a percentage of melt value.
.999 fine silver bullion (bars and rounds): Dealers typically pay 95-98% of melt. The spread is narrow because the product is standardized, easy to verify, and immediately liquid for the dealer. There is almost no processing cost.
90% junk silver coins (pre-1965 dimes, quarters, halves, dollars): Expect 90-95% of melt. The material requires sorting and is sold in a known standardized format to refiners or other dealers. A well-known dealer in a liquid market will be toward the top of that range.
40% Kennedy half dollars (1965-1970): Expect 85-92% of melt. The spread is wider for two reasons. First, fewer buyers specifically want this material, so dealers carry more inventory risk. Second, the 40% composition requires more refining work to separate than the cleaner 90% alloy. Some dealers discount these more aggressively during slow markets.
The practical implication is that if you have a mixed lot, sorting your coins before approaching a dealer is worth the time. A bag of clean, pre-1965 quarters will get a better percentage offer than a mixed bag where the dealer has to do the sorting. Presenting organized material signals that you know what you have, which also tends to shift the conversation toward the top of the payout range.
For a full breakdown of how to calculate scrap values across different silver forms, see How to Calculate Scrap Silver Value.
One other factor worth knowing: dealers adjust their buying percentages based on the current spot price trend. When silver is rising fast, dealers may tighten their buying spreads because they expect inventory to appreciate. When spot is falling, spreads widen to protect against holding losses. The melt value formula stays the same, but the real-world payout percentage is not fixed.
Run Your Numbers Before You Sell
The best position to be in when walking into any coin shop or contacting any online buyer is knowing your numbers before they give you theirs. Calculate each coin type separately using the formula above, apply the correct silver content from the reference table, and total up your melt value across the full collection.
From there, the Silver Calculator lets you plug in today's live spot price and run the calculation in seconds rather than doing it by hand for each denomination.
A realistic expectation: you will not get 100% of melt from any dealer. But knowing whether an offer is 88% or 94% of melt is the difference between accepting a fair price and leaving value on the table. The math takes five minutes. The impact on what you walk away with can be meaningful.
Divide the coin's weight in grams by 31.1035 to convert to troy ounces, then multiply by the coin's silver purity as a decimal, then multiply by the current silver spot price per troy ounce. For a 1964 Washington quarter at $32/oz: (6.25 / 31.1035) × 0.900 × 32.00 = approximately $5.79. The formula works for any silver coin as long as you have the correct weight and purity.
A pre-1965 Washington quarter weighs 6.25 grams and is 90% silver, giving it a silver content of 0.18084 troy ounces. At a spot price of $32/oz, that equals approximately $5.79 in melt value. Any Washington quarter dated 1964 or earlier qualifies; 1965 and later quarters are copper-nickel clad with no silver content.
A Morgan Silver Dollar weighs 26.73 grams and is 90% silver, giving it 0.77344 troy ounces of silver. At $32/oz spot, the melt value is approximately $24.75. Peace Silver Dollars share the same weight and purity, so their melt value is identical. Note that numismatic premiums on Morgan dollars often exceed melt value, especially for key dates.
It depends on the year. The 1964 Kennedy half dollar is 90% silver (0.36169 troy oz). Kennedy halves minted from 1965 through 1970 are 40% silver (0.1479 troy oz). Kennedy halves from 1971 onward are copper-nickel clad and contain no silver, except for special proof issues from the San Francisco Mint. Always check the date before assuming any Kennedy half is silver.
Every $1.00 in face value of pre-1965 US dimes, quarters, or half dollars contains approximately 0.715 troy ounces of silver. This ratio holds consistently across all three denominations because their silver content is proportional to face value. At $32/oz spot, $1.00 face value equals about $22.88 in melt value. A standard $1,000 face value bag contains roughly 715 troy ounces, worth approximately $22,880 at that spot price.
Dealer payouts vary by coin type. For .999 fine silver bullion, expect 95-98% of melt. For 90% junk silver coins, expect 90-95% of melt. For 40% Kennedy halves (1965-1970), expect 85-92% of melt, as they are less standardized and have a smaller buyer pool. Sorting your coins by type before selling and knowing your melt value in advance typically results in offers toward the top of these ranges.
Written by
Hassaan Rasheed
Web Developer & Content Researcher
Hassaan builds calculators and writes research-backed guides on finance, math, payroll, and construction topics. Every number in his articles is sourced from official data and worked through by hand.
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