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Quantitative Aptitude

Base Systems

If 3 ^2017 is...

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If 3 ^2017 is divided by 10, then the remainder is

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3^{2017}

is divided by 10, then the remainder is

Q. What will be the remainder if the number (7)²⁰¹⁷is divided by 25 ? Explain step by step.

p = 1 \times 1! + 2 \times 2! + 3 \times 3! + . . . + 10 \times 10!

, then the remainder when

p + 2

11!

p = 1 \times 1! + 2 \times 2! + 3 \times 3! + . . . + 10 \times 10!

, then the remainder when

p + 2

11!

Q. If the remainder when

x

4

3,

then the remainder when

(2020 + x)^{2022}

8

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