Modulo arithmetic all square pairs
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Let $n, minmathbb{N}, nneq0$. Find the number of all pairs $(i,j)$ such that $(i^2+j^2) bmod m =0, i,j=1..n$
I want to do this in the least amount of steps.. All I can think about is that $(a+b)bmod m=(abmod m+bbmod m)bmod m$
modular-arithmetic modules
asked Nov 25 at 17:21
C. Cristi
1,471218
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Let $n, minmathbb{N}, nneq0$. Find the number of all pairs $(i,j)$ such that $(i^2+j^2) bmod m =0, i,j=1..n$
I want to do this in the least amount of steps.. All I can think about is that $(a+b)bmod m=(abmod m+bbmod m)bmod m$
modular-arithmetic modules
asked Nov 25 at 17:21
C. Cristi
1,471218
add a comment |
up vote
0
down vote
favorite
up vote
0
down vote
favorite
Let $n, minmathbb{N}, nneq0$. Find the number of all pairs $(i,j)$ such that $(i^2+j^2) bmod m =0, i,j=1..n$
I want to do this in the least amount of steps.. All I can think about is that $(a+b)bmod m=(abmod m+bbmod m)bmod m$
modular-arithmetic modules
asked Nov 25 at 17:21
C. Cristi
1,471218
Let $n, minmathbb{N}, nneq0$. Find the number of all pairs $(i,j)$ such that $(i^2+j^2) bmod m =0, i,j=1..n$
I want to do this in the least amount of steps.. All I can think about is that $(a+b)bmod m=(abmod m+bbmod m)bmod m$
modular-arithmetic modules
modular-arithmetic modules
asked Nov 25 at 17:21
C. Cristi
1,471218
asked Nov 25 at 17:21
C. Cristi
1,471218
edited Nov 25 at 18:17
asked Nov 25 at 17:21
C. Cristi
1,471218
asked Nov 25 at 17:21
C. Cristi
1,471218
asked Nov 25 at 17:21
C. Cristi
1,471218
1,471218
add a comment |
add a comment |
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