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angle ACB = DCE = 35 ( sum of all angles in triangle is 180)
then angle CDE = 30
then angle CDE = 30
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In ΔABC
∠A+∠B+∠C=180° [Sum of measure angle of Δ]
75+70+∠C=180°
∠C =180-145
∠C =35°
∠ACB =∠DCE=35° [Vertically opposite]
In Δ DCE
∠E+∠DCE+∠CDE=180° [Sum of measure angle of Δ]
115°+35°+∠CDE=180°
∠CDE=180-150
∠CDE=30°
∠A+∠B+∠C=180° [Sum of measure angle of Δ]
75+70+∠C=180°
∠C =180-145
∠C =35°
∠ACB =∠DCE=35° [Vertically opposite]
In Δ DCE
∠E+∠DCE+∠CDE=180° [Sum of measure angle of Δ]
115°+35°+∠CDE=180°
∠CDE=180-150
∠CDE=30°
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