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Omni-MATH / The integer 2023 is equal to 7imes17². Which of the following is the smallest positive perfect square that is a multiple of 2023?

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problem

The integer 2023 is equal to 7imes1727 imes 17^{2}. Which of the following is the smallest positive perfect square that is a multiple of 2023?
Plain-text mathematical notation (without MathML)
The integer 2023 is equal to 7imes17². Which of the following is the smallest positive perfect square that is a multiple of 2023?
Original LaTeX notation
The integer 2023 is equal to $7 	imes 17^{2}$. Which of the following is the smallest positive perfect square that is a multiple of 2023?

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