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n is a positive integer

Quantity A

The remainder when n is divided by 7

Quantity B

The remainder when 2n is divided by 7


What's the unit digit of the positive difference between $$27^{13}$$ and 27?
$$P=23^{25}$$-23

What is the units digit of P?
If the ones digit of $$7^{n}$$ is 9, which of the following could be the value of n?

Indicate all such values.
n, k and r are all positive integers

If $$n^{k}$$=10r+3, then k could be?

Indicate all that are possible.
n, k and r are all positive integers

If $$n^{k}$$=10r+3, then n could be?

Indicate all that are possible.
What`s the product of the ones digit of $$7^{34}$$and $$6^{30}$$?
a=$$7^{n}$$,b=$$9^{n}$$. The sum of the ones digits of a and b could be (n is a positive integer)?

Indicate all such numbers.
What is the units digit of $$2^{2222}$$?
What is the units digit of ($$4^{32}$$ - $$3^{32}$$)?
N=$$824^{x}$$, where x is a positive integer

Quantity A

The number of possible values the units digit of N

Quantity B

4


Quantity A

The units digit of $$888^{888}$$

Quantity B

The units digit of $$555^{555}$$


a = $$3^{11}$$+$$3^{16}$$+$$3^{19}$$+$$3^{23}$$)?

What is the units digit of a?
What is the tens digit of $$2007^{2007}$$?

Quantity A

The remainder when $$8^{43}$$ is divided by 7

Quantity B

1


Quantity A

The remainder when $$3^{64}$$ is divided by 8

Quantity B

1


m=$$10^{32}$$+2, when m is divided by 11, the remainder is r.

Quantity A

r

Quantity B

3


Quantity A

The remainder when $$2^{32}$$ is divided by 3

Quantity B

1


Quantity A

The remainder when $$7^{22}$$ is divided by 5

Quantity B

4


What is the remainder when $$(345,606)^{2}$$ is divided by 20?

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