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FC=EB
F= 90degree
E=90degree
B=C
A is the mid point of B,C
BF=CE
therefore,FC=EB
hope it helps.......
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F= 90degree
E=90degree
B=C
A is the mid point of B,C
BF=CE
therefore,FC=EB
hope it helps.......
✌mark as brainliest....
✌be brainly....
Answered by
0
HERE'S YOUR ANSWER
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In ∆ ABC
(A) angle F = angle E (90°)
(A) angle FBC = angle ECB (isosceles triangle)
(S) side BC is common
so by AAS criteria we have prove that ∆ FBC congruent to ∆ ECB
•Corresponding parts of congruent triangles are equal .
so, altitude FC = altitude EB
PLS MARK MY ANSWER AS BRAINLIEST
--------------------------------
In ∆ ABC
(A) angle F = angle E (90°)
(A) angle FBC = angle ECB (isosceles triangle)
(S) side BC is common
so by AAS criteria we have prove that ∆ FBC congruent to ∆ ECB
•Corresponding parts of congruent triangles are equal .
so, altitude FC = altitude EB
PLS MARK MY ANSWER AS BRAINLIEST
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