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Two bells ring at intervals of 88 seconds and 58 seconds. If they both ring at 10 O'clock in the morning together, after how many seconds will they ring together again?

Two bells ring at intervals of 88 seconds and 58 seconds. If they both ring at 10 O'clock in the morning together, after how many seconds will they ring together again? Correct Answer 2552

Given:

The bells ring at intervals = 88 and 58 seconds

Concept:

LCM = The least common multiple of the two or more numbers is the smallest non-zero common number of two or more numbers

Calculation:

Let us assume both ring will ring together again in X seconds

⇒The LCM of (88,58) = 2552

⇒ The bells will ring together after 10 O'clock = 2552 seconds

∴ The required result will be 2552.

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