Grade 12th pass10 grade maths
CD
and GH
are respectively the bisectors of ∠ACB
and ∠EGF
such that D
and H
lie on sides AB
and EF
of ΔABC
and ΔEFG
respectively. If, ΔABC∼ΔEFG
, show that:
(i). CDGH=ACFG
(ii). ΔDCB∼ΔHGE
(iii). ΔDCA∼ΔHGF
CD
and GH
are respectively the bisectors of ∠ACB
and ∠EGF
such that D
and H
lie on sides AB
and EF
of ΔABC
and ΔEFG
respectively. If, ΔABC∼ΔEFG
, show that:
(i). CDGH=ACFG
(ii). ΔDCB∼ΔHGE
(iii). ΔDCA∼ΔHGF
