Kindly Answer No. 11-i-ii-iii
Q.11. From the adjoining figure, find


(i) x
(ii) DAB
(iii) ADB

Dear Student,


i) value of xin quadrilateral ABCD, sum of all angles is 360ADC+CBA+DCB+BAD=3603x+10+3x+4+50+x+5x+8=36012x+22+50=36012x+72=36012x=360-7212x=288x=28812x=24°ii)DABDAB=3x+4putting value of x=24DAB=3×24+4DAB=72+4DAB=76°iii)ADBIn ADB, sum of all angles is 180ADB+DAB+ABD=180ADB+76+50=180  --DAB=76 from iiADB+126=180ADB=180-126ADB=54°

Regards,

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