Sam Carrick card values & price guide
Sam Carrick has 17 cards tracked; the most valuable is the 2025-26 Upper Deck Base Set Sam Carrick High Gloss #113 at $20.00 as of October 14, 2026.
17 cards · 10 sets · 2025–2025
Shop Sam Carrick cards on eBay
Affiliate — we may earn a commissionRipbin tracks 9 priced Sam Carrick cards worth $2–$20 — PSA 10 copies trade ~19.0× raw.
Prices last updated Oct 2026
Cards tracked
17
Highest value
$20.00
Value range
$2–$20
Median value
$3
PSA 10 avg
$41
With recorded sales
7
Sam Carrick has 17 hockey cards in the Ripbin catalog across 10 sets, valued $1.58–$20.00, topped by the 2025-26 Upper Deck Base Set Sam Carrick High Gloss #113 at about $20.00 ungraded.
Top 9 most valuable Sam Carrick cards
Sam Carrick's earliest cards (2025)
The earliest Sam Carrick cards in our catalog — their rookie-year issues — ranked by value.
| Card | Year | Value |
|---|---|---|
| 2025-26 Upper Deck Base Set · High Gloss#113 | 2025 | $20.00 |
| 2025-26 Upper Deck Base Set · Printing Plate#113 | 2025 | $10.50 |
| 2025-26 Upper Deck Base Set · Clear Cut#113 | 2025 | $4.30 |
| 2025-26 Upper Deck Base Set · Outburst Red#113 | 2025 | $3.00 |
| 2025-26 Upper Deck Base Set · Deluxe#113 | 2025 | $2.95 |
| 2025-26 Upper Deck Base Set · Exclusive#113 | 2025 | $2.87 |
| 2025-26 Upper Deck Base Set · Outburst#113 | 2025 | $2.00 |
Sam Carrick cards by price
Sam Carrick card prices
Most popular sets featuring Sam Carrick
2025-26 Upper Deck Base Set8 cards$202023-24 Upper Deck Director of Boards1 card$32022-23 O-Pee-Chee Base Set1 card2022-23 O-Pee-Chee Retro1 card2022-23 Upper Deck The Cup 2022-23 Upper Deck Update1 card2025-26 O-Pee-Chee Base Retro1 card2022-23 Upper Deck Base Set1 card2021-22 Upper Deck Base Set1 card
Related articles
More Hockey players
Frequently asked questions
- How much more is a PSA 10 Sam Carrick card worth?
- Across Sam Carrick cards we track with both raw and PSA 10 prices, a PSA 10 sells for roughly 19.0× the ungraded price, averaging about $41. Grading pristine copies can pay off — check each card's grade ladder first.