in the pair of linear equations x+y=9&x-y=1 the values of x and y are__________ About the author Emery
Answer: x=4 y=5 Step-by-step explanation: x+y=9_1 x-y=1 _2 therefore, x=9-y _3 Substituting value of x from eq 3 to eq 2 we get, 9-y-y=1 9-2y=1 2y=9+1 y=10/2 y=5 substituting value of y in eq 1 we get x+5=9 thus, x=4 Hope it helped you. Reply
Answer- X= 5 , Y = 4. [tex] \sf{Given \: equations \: are – }[/tex] x + y = 9 x – y = 1 [tex] \sf{adding \: both \: equations}[/tex] [tex] \sf{x + y + x – y = 9 + 1}[/tex] [tex] \bf{therefore}[/tex] X= 5 Putting x= 5 in given equation, y = 4 Reply
Answer:
x=4 y=5
Step-by-step explanation:
x+y=9_1
x-y=1 _2
therefore, x=9-y _3
Substituting value of x from eq 3 to eq 2 we get,
9-y-y=1
9-2y=1
2y=9+1
y=10/2
y=5
substituting value of y in eq 1 we get
x+5=9
thus, x=4
Hope it helped you.
Answer-
X= 5 , Y = 4.
[tex] \sf{Given \: equations \: are – }[/tex]
x + y = 9
x – y = 1
[tex] \sf{adding \: both \: equations}[/tex]
[tex] \sf{x + y + x – y = 9 + 1}[/tex]
[tex] \bf{therefore}[/tex]
X= 5
Putting x= 5 in given equation,
y = 4