Mathematics, 28.11.2019 19:31 Billie9166
In δvwx, {vx} is extended through point x to point y, m∠vwx = (3x+2)) ∘ , m∠wxy = (6x-19)∘ , and m∠xvw = (x+17)^{\circ}(x+17) ∘ . find m∠xvw. in δvwx, \overline{vx} vx is extended through point x to point y, m∠vwx = (3x+2)^{\circ}(3x+2) ∘ , m∠wxy = (6x-19)^{\circ}(6x−19) ∘ , and m∠xvw = (x+17)^{\circ}(x+17) ∘ . find m∠xvw.
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(exterior angle theorem)
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In δvwx, {vx} is extended through point x to point y, m∠vwx = (3x+2)) ∘ , m∠wxy = (6x-19)∘ , and m∠x...
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