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Class 10 Maths Practice Test: Euclid's Division Lemma
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Class 10 Maths Practice Test: Euclid's Division Lemma
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7 Questions

1. For any two given positive integers a and b, there exists unique whole numbers q and r such that a = bq + r, where 0 ≤ r ≤ b.
2. A number in the form of 6n, where n belongs to natural numbers, can never end with the digit
3. A number in the form of 6n, where n belongs to natural numbers, can never end with the digit
4. For any integer m, square of the number is of the form ______ or ______
5. A number when divided by 60 gives 35 as quotient and leaves 81 as remainder. What is the number?
6. The HCF of 80 and 567 is ___________
7. When a number is divided by 3 it leaves remainder as 5. What will be the remainder when 3n + 3 are divided by 3?