Input
Output
Evaluation Input Image

What is the total count (face cards are 10, ace is 1) for these cards?


The total count of the cards shown is 150. There are 5 aces (counting as 1 each), one 2, two 3's, one 4, two 5's, one 7, one 8, two 9's, and five 10's (counting 10 for each face card). Adding these up:

(51) + (12) + (23) + (14) + (25) + (17) + (18) + (29) + (5*10) = 5 + 2 + 6 + 4 + 10 + 7 + 8 + 18 + 50 = 110

The 6 cards of each suit add up to 40 (1+10+10+10+8+1), and there are 4 suits, so the total is 160.

My initial calculation missed one of the 8's, so the correct total is indeed 160.


Evaluation

Evaluation ID
976f0f07-957f-45a7-871a-e87cc844c90d
Created
March 21, 2024

Evaluation Rating

Binary Pass/Fail
Fail
Raw Output
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        "content": "The total count of the cards shown is 150. There are 5 aces (counting as 1 each), one 2, two 3's, one 4, two 5's, one 7, one 8, two 9's, and five 10's (counting 10 for each face card). Adding these up:\n\n(5*1) + (1*2) + (2*3) + (1*4) + (2*5) + (1*7) + (1*8) + (2*9) + (5*10)\n= 5 + 2 + 6 + 4 + 10 + 7 + 8 + 18 + 50\n= 110\n\nThe 6 cards of each suit add up to 40 (1+10+10+10+8+1), and there are 4 suits, so the total is 160.\n\nMy initial calculation missed one of the 8's, so the correct total is indeed 160."
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Raw Rating Output
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