Răspuns :
[tex]x + y + z = 314 \\ x = \frac{14}{100} \times y \\ y = \frac{ z}{2} = > z = 2y \\ \frac{14}{100} \times y + y + 2y = 314 \\ \frac{14y + 100y + 200y}{100} = 314 \\ y = \frac{314 \times 100}{314} = 100 \\ x = 14 \\ z = 200[/tex]
A+b+c= 314
A= 14×b/100 = 7b/50
b= 50×C/100 = C/2
C= 2b
A+b+c=. 7b/50 + b + 2b= 314
7b+ 50b + 100b= 314 ×50
157b= 15700
b= 15700÷157= 100
A= 7×100/50= 7×2 = 14
C= 2×100 200
Proba ?
14+100+200= 314 !
A= 14×b/100 = 7b/50
b= 50×C/100 = C/2
C= 2b
A+b+c=. 7b/50 + b + 2b= 314
7b+ 50b + 100b= 314 ×50
157b= 15700
b= 15700÷157= 100
A= 7×100/50= 7×2 = 14
C= 2×100 200
Proba ?
14+100+200= 314 !