if x+y+z=50 and x+5y+10z=100. Find x,y z
Answers
Answered by
0
x+y+z=50
x=50-y-z
x+5y+10z=100
50-y-z+5y+10z=100
4y+9z=50
y=8
z=2
so,x=40
x=50-y-z
x+5y+10z=100
50-y-z+5y+10z=100
4y+9z=50
y=8
z=2
so,x=40
Answered by
0
(we will take x because in the next equation there no coefficient of x)
x+y+z=50
x= 50-y-z (transposing y and z )
x+5y+10z=100
(50-y-z) + 5y +10z = 100 (replacing x with (50-y-z) )
50 + (5y-y) + (10z-z) = 100
4y + 9z = 100-50
4y + 9z = 50
so
y=8
z=2
x=40
x+y+z=50
x= 50-y-z (transposing y and z )
x+5y+10z=100
(50-y-z) + 5y +10z = 100 (replacing x with (50-y-z) )
50 + (5y-y) + (10z-z) = 100
4y + 9z = 100-50
4y + 9z = 50
so
y=8
z=2
x=40
ashokbabu:
i know the answer but i want the complete process to get the value of each variables
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