Răspuns :
a•b+a•3=a•b+6
a•3=a•b-a•b
a•3=6
a=6:3
a=2
2•b+2•3=2•b+6
2•3=2•b-2•b
b=6
VERIFICARE:
2•6+2•3=2•6+6
18=18 (A)
a•3=a•b-a•b
a•3=6
a=6:3
a=2
2•b+2•3=2•b+6
2•3=2•b-2•b
b=6
VERIFICARE:
2•6+2•3=2•6+6
18=18 (A)
a×(b+3) = a×b+6
a×b+3×a = a×b+6 | -a×b
3×a = 6
a = 2 ... inlocuim ... 2(b + 3) = 2b+6
2b + 6 = 2b+6 (A)
=> b poate lua orice valoare !
a×b+3×a = a×b+6 | -a×b
3×a = 6
a = 2 ... inlocuim ... 2(b + 3) = 2b+6
2b + 6 = 2b+6 (A)
=> b poate lua orice valoare !