πx + y = 4
Find two solutions for the given equation.
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Answered by
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Pi x + y =4
If x=2
Then subsitute the value of x in this equation then solve it to get the value of y
Pi into 2 +y=4
2 pi+y =4
y=4-2pi
First solution (2,4-2pi)
Then find the second solution dear
Hope it helps u
Answered by
0
Hi ,
Given πx + y = 4
=> y = 4 - πx
=> y = 4 - (22/7 ) x
_________________________
x | y = 4 - (22/7)x | ( x , y )
_________________________
0 | y = 4 - 0 = 0 | ( 0 , 4 )
________________________
7 | y = 4-(22/7)×7=4-22=-18|(7,-18)
__________________________
Therefore ,
( 0,4 ) and ( 7 , -18 ) are two solutions
of given Linear equation .
I hope this helps you.
: )
Given πx + y = 4
=> y = 4 - πx
=> y = 4 - (22/7 ) x
_________________________
x | y = 4 - (22/7)x | ( x , y )
_________________________
0 | y = 4 - 0 = 0 | ( 0 , 4 )
________________________
7 | y = 4-(22/7)×7=4-22=-18|(7,-18)
__________________________
Therefore ,
( 0,4 ) and ( 7 , -18 ) are two solutions
of given Linear equation .
I hope this helps you.
: )
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