if a line divides any two side of a triangle in the same ratio,then the line is parallel to the third side
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Hi dear here is your answer
Proof = DE || BC
Given = AD / DB = AE/EC
Let's take an point F so
AD /DB = AF /FC ( EQ 1)
and it is given AD /DB =AE /EC
PUT IN EQ 1
AE/EC = AF /FC
so E and F are coincide each other and
DE || BC
hope it helps ☺
#skystar (brainly star ☆☆)
Proof = DE || BC
Given = AD / DB = AE/EC
Let's take an point F so
AD /DB = AF /FC ( EQ 1)
and it is given AD /DB =AE /EC
PUT IN EQ 1
AE/EC = AF /FC
so E and F are coincide each other and
DE || BC
hope it helps ☺
#skystar (brainly star ☆☆)
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Here you are answer pls let me know when you are free
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