pls ans to be brainlist
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I've marked the vertices on the figure itself....A, B and C
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Anonymous:
Sorry ! But it was asking for x-axis not y-axis
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Hey Mate !!
Here is your solution :
For, 4x - y = 4
=> 4x - y = 4
=> 4x - 4 = y
=> 4( x - 1 ) = y
Let , x = 1.
=> 4( 1 - 1 ) = y
=> 4 ( 0 ) = y
=> 0 = y
= A( 1 , 0 )
Let , x = 2.
=> 4 ( x - 1 ) = y
=> 4 ( 2 - 1 ) = y
=> 4 ( 1 ) = y
=> 4 = y
= B( 2 , 4 )
Solution for this eq. : A( 1 , 0 ) ; B( 2 , 4 ).
Now,
For , ( 4x + y = 12 )
=> 4x + y = 12
=> y = 12 - 4x
=> y = 4( 3 - x )
Let , x = 3
=> y = 4( 3 - 3 )
=> y = 4 × 0
=> y = 0
= C( 3 , 0 )
Let , x = 2
=> y = 4( 3 - x )
=> y = 4( 3 - 2 )
=> y = 4 × 1
=> y = 4
= D( 2 , 4 )
Solution for this eq. = C( 3 , 0 ) ; D( 2 , 4 ).
Graph : Go through the attachment.
===============================
Hope it helps !! ^_^
Here is your solution :
For, 4x - y = 4
=> 4x - y = 4
=> 4x - 4 = y
=> 4( x - 1 ) = y
Let , x = 1.
=> 4( 1 - 1 ) = y
=> 4 ( 0 ) = y
=> 0 = y
= A( 1 , 0 )
Let , x = 2.
=> 4 ( x - 1 ) = y
=> 4 ( 2 - 1 ) = y
=> 4 ( 1 ) = y
=> 4 = y
= B( 2 , 4 )
Solution for this eq. : A( 1 , 0 ) ; B( 2 , 4 ).
Now,
For , ( 4x + y = 12 )
=> 4x + y = 12
=> y = 12 - 4x
=> y = 4( 3 - x )
Let , x = 3
=> y = 4( 3 - 3 )
=> y = 4 × 0
=> y = 0
= C( 3 , 0 )
Let , x = 2
=> y = 4( 3 - x )
=> y = 4( 3 - 2 )
=> y = 4 × 1
=> y = 4
= D( 2 , 4 )
Solution for this eq. = C( 3 , 0 ) ; D( 2 , 4 ).
Graph : Go through the attachment.
===============================
Hope it helps !! ^_^
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