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This angle is not an acute angle it’s an isosceles angle.  

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You added -39 and -3 and got -42
Mikey

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Matt helped me

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I did math to solve - Zac

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Supplementary angles add up to 180 so 180-114=66

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63+47+x=180 to find “x” since the unknown value is parallel of “x” the unknown number is 70. Then we did y+y+70=180 to find “y”. On the second page it shows that the unknown number is 110 but it is actually 70. 

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63+47+x=180 to find “x” since the unknown value is parallel of “x” the unknown number is 70. Then we did y+y+70=180 to find “y”. On the second page it shows that the unknown number is 110 but it is actually 70. 

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I solved for X by adding everything together on the right side and setting it equal to 180. When solving, X=70. Then when looking at the left side, you have to determine that x has a vertical angle. Since x=70 you add 70 plus 2y and set it equal to 180. You get y=55.

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The error is in the triangle - Zac

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I just did the math - Ethan

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I added all the angles and solved for a and added

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The question asked for angle g so I plugged 10 into 7x+1

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The question asked for angle g so I plugged 10 into 7x+1

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I added the like terms and figured out that the solution for the like terms wasn’t correct. Then I finished the problem and plugged in the x value.

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I solved for x and then plugged in and solved for each angle.

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The problem is wrong because they did not solve for <G. <G=71.

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Lol

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I solved for x which is 10 and plugged it into G to find the measure of G

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I solved for <G

Matthew

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I plugged in 10 into 7x+1 since it’s asking for the measure of G