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588 563 540 519 ? 483 468...

588 563 540 519 ? 483 468

A

500

B

496

C

494

D

490

Text Solution

AI Generated Solution

The correct Answer is:
To solve the series: 588, 563, 540, 519, ?, 483, 468, we need to identify the pattern in the differences between the numbers. ### Step-by-Step Solution: 1. **Identify the Differences**: - Calculate the difference between consecutive terms: - \( 588 - 563 = 25 \) - \( 563 - 540 = 23 \) - \( 540 - 519 = 21 \) 2. **Continue the Pattern**: - The differences we have so far are: 25, 23, 21. - Notice that these differences decrease by 2 each time: - \( 25 - 2 = 23 \) - \( 23 - 2 = 21 \) 3. **Find the Next Difference**: - Continuing this pattern, the next difference should be: - \( 21 - 2 = 19 \) 4. **Calculate the Missing Term**: - Now, we can find the missing term in the series: - \( 519 - 19 = 500 \) 5. **Verify the Next Differences**: - To ensure our answer is correct, we can check the next term: - The next term after 500 should be: - \( 500 - 17 = 483 \) (since the next difference is \( 19 - 2 = 17 \)) - This confirms that the pattern holds. 6. **Final Confirmation**: - The series now reads: 588, 563, 540, 519, **500**, 483, 468. - The differences are: 25, 23, 21, 19, 17, which consistently decrease by 2. ### Conclusion: The missing term in the series is **500**.

To solve the series: 588, 563, 540, 519, ?, 483, 468, we need to identify the pattern in the differences between the numbers. ### Step-by-Step Solution: 1. **Identify the Differences**: - Calculate the difference between consecutive terms: - \( 588 - 563 = 25 \) - \( 563 - 540 = 23 \) ...
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