draw the graphs of the following equation. 2x-y=1, x+2y =13 find the solution of the equation from the graph and shade the triangular region .... for this i dont need graph plzz wrote the graph points....
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Answered by
4
Friend the points for the cases are given below:
Case (i) - 2x - y = 1
(0,-1) (1,1) (2,3)
____________________________________________________
Case (ii) - x + 2y = 13
(1,6) (3,5) (5,4)
____________________________________________________
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Case (i) - 2x - y = 1
(0,-1) (1,1) (2,3)
____________________________________________________
Case (ii) - x + 2y = 13
(1,6) (3,5) (5,4)
____________________________________________________
☺☺☺ Hope this Helps ☺☺☺
Answered by
3
Here,
It's given that 2x - y = 1
And x + 2y = 13
So,
In first equation
2x-y =1
2x = 1+y
x = 1+y/2
So 4 values of x and y are
X__0.5____1____2_
Y 0 1 3
Now in 2nd equation
X +2y = 13
Y = 13 - x /2
So,
The 3 value are
(1,6) (3,5) ( 5,4)
So the point to be marked are
(0.5,0) (1,1) (2,3) (1,6) ( 3,5) (5,4)
The triangle is above
Bye
Hope you liked it
Mark me brainliest
It's given that 2x - y = 1
And x + 2y = 13
So,
In first equation
2x-y =1
2x = 1+y
x = 1+y/2
So 4 values of x and y are
X__0.5____1____2_
Y 0 1 3
Now in 2nd equation
X +2y = 13
Y = 13 - x /2
So,
The 3 value are
(1,6) (3,5) ( 5,4)
So the point to be marked are
(0.5,0) (1,1) (2,3) (1,6) ( 3,5) (5,4)
The triangle is above
Bye
Hope you liked it
Mark me brainliest
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