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Determinati numerele impare consecutive m, p, q, in aceasta ordine, din egalitatea urmatoare:
3246- { pp: p + [ ( m + qqq : q ) - 777 : 7 ] x 7 + 333 -55 : 5 } x 3 = 2016


Răspuns :

3246-{pp÷p+[(m+qqq÷q)-777÷7] ×7 + 333-55÷5}×3=2016
3246-{11+[(m+111)-111]×7+333-11}×3 =2016
{11+[(m+111)-111]×7+333-11}×3=3246-2016
{11+[(m+111)-111]×7+333-11}×3=1230
11+[(m+111)-111]×7+333-11=1230÷3
11+[(m+111)-111]×7+333-11=410
11+[(m+111)-111]×7+333=410+11
11+[(m+111)-111]×7+333=421
11+[(m+111)-111]×7=421-333
11+[(m+111)-111]×7=88
[(m+111)-111]×7=88-11
[(m+111)-111]×7=77
(m+111)-111=77÷7
(m+111)-111=11
m+111=11+111
m+111=122
m=11
Daca numarele sunt consecutive in ordinea m,p,q,atunci numerele sunt:
m=11
p=12
q=13
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