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Step-by-step explanation:
GIVEN THAT, <ADC=130°
In ADC,
SINCE, DC= AD
SO, <DAC=<ACD= (180-130)/2=50/2=25°
ABC, < ACB =90° (COZ TRIANGLE INSIDE SEMI CIRCLE)
IN QUADRILATERAL,
OPPOSITE ANGLE IS 180°
<ADC+<ABC =180°
130+<ABC=180°
<ABC=50°
ABC ABC,
ACB + ABC + BAC = 180°
90+50+<BAC =180
<BAC=40°
<BAC+<DAC = 40+25 =65°
<ADC=130°
<ACD+<BCA=25+90 =115°
<ABC=50°
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