1.

Find the remainder when 33333^44444 + 44444^33333 is divided by 7

Answer»

Answer:

2

Step-by-step explanation:

Let

33333^44444+44444^33333/7

be

(33334-1)^44444+(44443+1)^33333/7

33334 and 44443 are completely DIVISIBLE by 7

then the remainder will be

(-1)^44444 + (1)^33333

even POWER MAKES 1 positive

then

remainder will be

1 + 1

2



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