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Jerome picked two cards from a set of cards numbered 1-4. What possible sums could the two cards equal?

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When Jerome picks two cards from a set of cards numbered 1-4, there are several possible sums that the two cards could equal. Let's consider each possible combination:

1. If Jerome picks two cards with the numbers 1 and 1, the sum of the two cards would be 2.

2. If Jerome picks two cards with the numbers 1 and 2, the sum of the two cards would be 3.

3. If Jerome picks two cards with the numbers 1 and 3, the sum of the two cards would be 4.

4. If Jerome picks two cards with the numbers 1 and 4, the sum of the two cards would be 5.

5. If Jerome picks two cards with the numbers 2 and 2, the sum of the two cards would be 4.

6. If Jerome picks two cards with the numbers 2 and 3, the sum of the two cards would be 5.

7. If Jerome picks two cards with the numbers 2 and 4, the sum of the two cards would be 6.

8. If Jerome picks two cards with the numbers 3 and 3, the sum of the two cards would be 6.

9. If Jerome picks two cards with the numbers 3 and 4, the sum of the two cards would be 7.

10. If Jerome picks two cards with the numbers 4 and 4, the sum of the two cards would be 8.

Thus, the possible sums that the two cards could equal are 2, 3, 4, 5, 6, 7, and 8.

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