in figure angle acb is right angle and ac= cd and cdef is a parallelogram if angle fec= 10 then calculate angle bde
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∆ACD is isosceles therefore angle CAD = CDA
<DCE=10°
therefore <DCA = 80°
therefore <CDA = 50°
<CDE = 80°
now, BDE + EDA = 180°
BDE = 180° - 130°
therefore <BDE = 50°.
<DCE=10°
therefore <DCA = 80°
therefore <CDA = 50°
<CDE = 80°
now, BDE + EDA = 180°
BDE = 180° - 130°
therefore <BDE = 50°.
warwix51:
I was a little sleepy so I accidentally clicked on the "Give Answer". Sorry.
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