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(67^67 +67)/68 [that is 67 raised to the power 67 plus 67 divided by 68]...then remainder will be
Pz explain in detail
Now if we look at 2^2/3, that is 4/3, R=1.
If we look at 3^3/4, that is 27/4, R=3.
If we look at 4^4/5, that is 256/5, R=1.
If we look at 5^5/4, that is 3125/6 R=5.
If we look at 6^6/5, that is 46656/7, R=1.
If we look at 7^7/6, that is 823543/8, R=7.
Note that is the top number is odd, the result is the same number.
Since 67 is odd, the remainder is 67.
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Scott A Wilson
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Any algebraic question you've got, like linear, quadratic, exponential, etc.
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solving story problems
solving linear, parabolic, and 3rd order equations
solving equations with multiple variables
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documents at Boeing
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MS at math OSU in mathematics at OSU
BS at OSU in mathematical sciences (math, statistics, computer science)
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