Mathematics, 30.05.2020 23:59 jackblacks

In ΔFGH, \overline{FH}
FH
is extended through point H to point I, m∠HFG = (x+17)^{\circ}(x+17)
∘
, m∠GHI = (5x-11)^{\circ}(5x−11)
∘
, and m∠FGH = (x+11)^{\circ}(x+11)
∘
. What is the value of x?

Answers: 2

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In ΔFGH, \overline{FH}
FH
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In ΔFGH, \overline{FH} FH is extended through point H to point I, m∠HFG = (x+17)^{\circ}(x+17) ∘ , m∠GHI = (5x-11)^{\circ}(5x−11) ∘ , and m∠FGH = (x+11)^{\circ}(x+11) ∘ . What is the value of x?

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In ΔFGH, \overline{FH}
FH
is extended through point H to point I, m∠HFG = (x+17)^{\circ}(x+17)
∘
, m∠GHI = (5x-11)^{\circ}(5x−11)
∘
, and m∠FGH = (x+11)^{\circ}(x+11)
∘
. What is the value of x?