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no Pedro is wrong because the point lands on (2,6)

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Pedro is incorrect.

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Pedro is wrong because of the intersection in 2,6

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pedro is wrong because the two lines intersect in (2,6) not in (3,6).

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I think Pedro is not correct because the intersect is not 2

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Pedro is wrong because the two lines intersect at (2,6) not (3,6)

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Pedro is wrong

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Pedro was incorrect because the lines intersect at (2,6) and Pedro said the lines intersect at (3,6) I know this because I graphed it on desmos and it was off

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No he is wrong because the point intersects at (2,6). I know this because it shows on the graph, when you use the equation.

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i think pedro is wrong because the point is in 2,6

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Pedro is wrong because the two lines intersect in (2,6) not (3,6)

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no he wasn't right because the intersection point was 2,6

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were they cross is at (2,6) I think Pedro is incorrect.

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Pedro is Incorrect because the intersect in not in the right place

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Pedro is wrong because the point is not intersection (2,6) (3,6)

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He is wrong because the intersection was 2,6 not 3,6

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He was incorrect because the point of intersection is 2,6

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yes pedro was incorrect because they were cross is at (2,6) s ya i think pedro was incorrect

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He's  wrong he was off by one it should be (2,6)

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he is wrong because the point of the intersection  was 2,6 and he didn't put the correct answer

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i think pedro is wrong because the actual point of intersection is (2,6) and he got (3,6). :D

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Pedro was incorrect because the point of the intersect lands on (2,6) and he wrote (3,6)

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Pedro is incorrect. He is incorrect because the point of intersection is (2,6).

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No Pedro is not correct because the point of intercession is (2,6) not (3,6)

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No Pedro was not correct because the point of intersection was 2,6 and he put 3,6 so he was way off. I know because I graphed it into Desmos and his answer was wrong.

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No Pedro is wrong

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No Pedro is wrong because he put the intersection was 3,6, but after I did the work I got 2,6.