in the fig Ac || ED and BE || CD
find
1) DFE
2) BDC
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DFC= 101
BDC=42
Step-by-step explanation:
let DFE be x
DEF+DFE+FDE=180°
DEF=BCE Alternate angles
therefore DEF=47°
So,47+x+32=180
180-(47+32)=x
x=101
BDC=EBD
ABE+EBD+FBC=180
106+X+32=180
SOLVING THIS WE GET 42
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