Question

Помогите решить Систему уравнений(

Answer 1

$left { {{x+y=2} atop { 3^{6-x} * 4^{y+3} =36}} right. \ left { {{x=2-y} atop { 3^{6}* 3^{-x} * 4^{y}* 4^{3} =36}} right. \ left { {{x=2-y} atop { 3^{6}* 3^{y-2} * 4^{y}* 4^{3} =36}} right. \ left { {{x=2-y} atop { 3^{4}* 3^{y} * 4^{y}* 4^{3} =36}} right. \ left { {{x=2-y} atop { 3^{4}* 12^{y} * 4^{3} =36}} right. \ left { {{x=2-y} atop {12^{y} = frac{3*12}{3^{4}*4^{3}} } right. \[tex] left { {{x=2-y} atop {12^{y} = frac{1}{12^{2}} } right. \ left { {{x=2-y} atop {12^{y} = 12^{-2} } right. \ left { {{x=2-y} atop {y = -2 } right. \ left { {{x=4} atop {y = -2 } right.$ [/tex]