This math topic focuses on problems related to dividing a set number of cards evenly among a specified number of players, and determining the number of cards each player would receive, excluding any remainder. The problems contain two-digit numbers, requiring division of two digits by one digit. Each question presents a scenario with specific numbers of cards and players, asking how the division should be carried out to determine hand sizes, while explicitly ignoring remainders. This division approach builds foundational skills in handling division scenarios with remainders, albeit not focusing on the leftover amounts.

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Division Cards Model - Deck and Player Count to Hand Size - With Remainder (2 Digit) Worksheet

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Division Cards Model - Deck and Player Count to Hand Size - With Rema...
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104 cards are dealt evenly to 11 players. How many cards each (ignoring any remaining)?
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65 cards are dealt evenly to 21 players. How many cards each (ignoring any remaining)?
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81 cards are dealt evenly to 13 players. How many cards each (ignoring any remaining)?
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b An svg image showing a possible answer to this math problem
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89 cards are dealt evenly to 44 players. How many cards each (ignoring any remaining)?
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81 cards are dealt evenly to 40 players. How many cards each (ignoring any remaining)?
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83 cards are dealt evenly to 41 players. How many cards each (ignoring any remaining)?
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b An svg image showing a possible answer to this math problem
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79 cards are dealt evenly to 13 players. How many cards each (ignoring any remaining)?
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70 cards are dealt evenly to 23 players. How many cards each (ignoring any remaining)?
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b An svg image showing a possible answer to this math problem