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Question-164077




Question Number 164077 by mathlove last updated on 13/Jan/22
Answered by cortano1 last updated on 13/Jan/22
 (1)x+y+xy+1=4⇒(x+1)(y+1)=4  (2)y+z+yz+1=6⇒(y+1)(z+1)=6  (3) z+x+zx+1=8⇒(z+1)(x+1)=8  (1)×(2)×(3)⇒(x+1)(y+1)(z+1)=±(√(4×4×4×3))=±8(√3)   z+1=±2(√3)   x+1=±((4(√3))/3)   y+1=±(√3)
(1)x+y+xy+1=4(x+1)(y+1)=4(2)y+z+yz+1=6(y+1)(z+1)=6(3)z+x+zx+1=8(z+1)(x+1)=8(1)×(2)×(3)(x+1)(y+1)(z+1)=±4×4×4×3=±83z+1=±23x+1=±433y+1=±3

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