why there is not such number x in N: x=2(mod6) x=0(mod15) x=4(mod7)
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Originally Posted by cvcv49 why there is not such number x in N: x=2(mod6) x=0(mod15) x=4(mod7) If then is even, and if also then it must be an even multiple of 15. But even multiples of 15 are multiples of 6 so... The CRT doesn't apply here since Tonio
Originally Posted by cvcv49 why there is not such number x in N: x=2(mod6) x=0(mod15) x=4(mod7) Hint: the moduli must be pairwise relatively prime.
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