Question

Which of the following is the equation of line passing through (2,14) ?



x + y = 2

x + y = 14

x + y = 16

2x + y = 17

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Answer 1

Answer:

2x+y=7 not sure about the answer

Answer 2

Since the given solution is (2,14)

Since the given solution is (2,14)∴x=2 and y=14

Since the given solution is (2,14)∴x=2 and y=14Then, one equation is x+y=2+14=16

Since the given solution is (2,14)∴x=2 and y=14Then, one equation is x+y=2+14=16x+y=16

Since the given solution is (2,14)∴x=2 and y=14Then, one equation is x+y=2+14=16x+y=16And, second equation is x−y=2−14=−12

Since the given solution is (2,14)∴x=2 and y=14Then, one equation is x+y=2+14=16x+y=16And, second equation is x−y=2−14=−12x−y=−12

Since the given solution is (2,14)∴x=2 and y=14Then, one equation is x+y=2+14=16x+y=16And, second equation is x−y=2−14=−12x−y=−12And, third equation is y=7x

Since the given solution is (2,14)∴x=2 and y=14Then, one equation is x+y=2+14=16x+y=16And, second equation is x−y=2−14=−12x−y=−12And, third equation is y=7x7x−y=0

Since the given solution is (2,14)∴x=2 and y=14Then, one equation is x+y=2+14=16x+y=16And, second equation is x−y=2−14=−12x−y=−12And, third equation is y=7x7x−y=0So, we can find infinite equations because through one point infinite lines can pass.