solve this *imp.*
grade 9
*briefly*
Attachments:
Answers
Answered by
1
➡HERE IS YOUR ANSWER⬇
Given that :
AC = BD
or, AB + BC = BC + CD
or, AB = CD (cancelling BC)
So, AB = CD
⬆HOPE THIS HELPS YOU⬅
Given that :
AC = BD
or, AB + BC = BC + CD
or, AB = CD (cancelling BC)
So, AB = CD
⬆HOPE THIS HELPS YOU⬅
Answered by
4
Hlo friend.. Cutiepie Here..
Here is ur answer :
Given
AC = BD
To prove
AB = CD
Proof
According to euclid ' s axiom
( If equals are subtracted from equals then the remainders are equal.)
If both AC and BD are subtracted by BC then they are equal.
AC - BC = BD - BC
AB = CD.
________________
HOPE IT HELPS YOU..
Here is ur answer :
Given
AC = BD
To prove
AB = CD
Proof
According to euclid ' s axiom
( If equals are subtracted from equals then the remainders are equal.)
If both AC and BD are subtracted by BC then they are equal.
AC - BC = BD - BC
AB = CD.
________________
HOPE IT HELPS YOU..
Cutiepie93:
thanks for marking brainliest
Similar questions