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Grades 9-10 Video Solutions 2023
2023_9-10_18
2023_9-10_18
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Video Transcription
Video Summary
The video discusses identifying a common divisor for the smallest and largest "powerless" two-digit numbers, which are defined as numbers whose digits cannot be expressed as an integer raised to a power greater than one. Digits that are such powers are 0, 1, 4, 8, and 9. Therefore, the eligible digits for powerless numbers are 2, 3, 5, 6, and 7. The smallest powerless number is 22, and the largest is 77. The common divisor of these two numbers is 11. Thus, the answer is 11.
Keywords
powerless numbers
common divisor
two-digit numbers
eligible digits
mathematics
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