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https://math.answers.com/basic-math/Are_there_any_triangular_numbers_that_end_in_000

Are there any triangular numbers that end in 000? - Answers

Yes, there are triangular numbers that end in 000. For example, 2,001,000 and 7,998,000. You can find a triangular number T that ends in 000 using the formula T = (1/2)(k)(k+1), where k is equal to any of the following: 2000n 2000n+1999 125(16n+11) 16(125n+39) and n is any positive integer.



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Are there any triangular numbers that end in 000? - Answers

https://math.answers.com/basic-math/Are_there_any_triangular_numbers_that_end_in_000

Yes, there are triangular numbers that end in 000. For example, 2,001,000 and 7,998,000. You can find a triangular number T that ends in 000 using the formula T = (1/2)(k)(k+1), where k is equal to any of the following: 2000n 2000n+1999 125(16n+11) 16(125n+39) and n is any positive integer.



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https://math.answers.com/basic-math/Are_there_any_triangular_numbers_that_end_in_000

Are there any triangular numbers that end in 000? - Answers

Yes, there are triangular numbers that end in 000. For example, 2,001,000 and 7,998,000. You can find a triangular number T that ends in 000 using the formula T = (1/2)(k)(k+1), where k is equal to any of the following: 2000n 2000n+1999 125(16n+11) 16(125n+39) and n is any positive integer.

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      Yes, there are triangular numbers that end in 000. For example, 2,001,000 and 7,998,000. You can find a triangular number T that ends in 000 using the formula T = (1/2)(k)(k+1), where k is equal to any of the following: 2000n 2000n+1999 125(16n+11) 16(125n+39) and n is any positive integer.

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