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refer to the attachment ⬆️
Solution ⬇️
➡️2x-y=7
✳️x=0.. given
✍️2(0)-y=7
✍️0-y=7
✍️-y=7-0
✍️y=-7
✳️(x=0,y=-7)
➡️2x-y=7
✳️y=-3.. given
✍️2x-(-3)=7
✍️2x+3=7
✍️2x=7-3
✍️2x=4
✳️(x=2,y=-3)
➡️2x-y=7
✳️x=3.. given
✍️2(3)-y=7
✍️6-y=7
✍️-y=7-6
✍️-y=1
✍️y=-1
✳️(x=3,y=-1)
➡️2x-y=7
✳️y=-5
✍️2x-(-5)=7
✍️2x+5=7
✍️2x=7-5
✍️2x=2
✳️(x=1,y=-5)
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Always remember
- take the value which is divisible by the is equal (=)to number
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