Multiple choice

Find the next term of the given series $4832, 5840, 6848, ?$

  1. $7815$
  2. $7846$
  3. $7856$
  4. $7887$
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C Correct answer
Explanation

The series increases by 1008 each time (5840 - 4832 = 1008; 6848 - 5840 = 1008). Adding 1008 to 6848 gives 7856.

AI explanation

The given series follows a pattern of adding consecutive multiples of 101, making it an arithmetic progression. The common difference between 5840 and 4832 is 1008, which is also the difference between 6848 and 5840. Adding this common difference of 1008 to the last term, 6848 + 1008, gives the next term as 7856.

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