dues. In
AXYZ and APOR, XY 2 OR and Y Z .
RP. If it is to be established
congruence dule that a XYZ A ORP, then
wheit addition information is needed.
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Answer:
.In fig, ABC is a right triangle right angled at A.BCED,ACFG and ABMN are square on the sides BC,CA and AB respectively. Line segment AX⊥DE meets BC at Y. Show that:
(i) △MBC≅△ABD
(ii) ar(BYXD)=2ar(MBC)
(iii) ar(BYXD)=ar(ABMN)
(iv) △FCB≅△ACE
(v) ar(CYXE)=2ar(FCB)
(vi) ar(CYXE)=ar(ACFG)
(vii) ar(BCED)=ar(ABMN)+ar(ACFG)
Step-by-step explanation:
Missing: dues. AXYZ APOR, XY YZ . dule XYZ ORP, wheit
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