In the adjoining figure, ABCD is a rectangle.If ZCEB: ZECB = 3:2, find(i) ZCEB(ii) ZDCF
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Answer:
since ABCD is rectangle
ZB = 90°
in ∆ CEB
acc to Ques
ZCEB= 3X
ZECB= 2X
ZB+ZC+ZE=180°
90°+3x+2x=180°
5x=90°
X=18°
ZCEB= 54°
ZECB =36°
ZC =90°
ZECB+ZECD =90°
36°+ZECD=90°
ZECD=54°
ZDCF=180-54
ZDCF=126°
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