Math, asked by khushikhatri498, 5 months ago

ABCD is a parallelogram. side AB is produced to E. so that BE AB . DE interestes side BC at the point O. prove that O is the mid point of BC. ​

Answers

Answered by nobody699358
1

 </u></em></strong></h2><h2><strong><em><u>[tex] ABCD is a parallelogram. side AB is produced to E. so that BE AB . DE interestes side BC at the point O. prove that O is the mid point of BC. </u></em></strong></h2><h2><strong><em><u>[tex] ABCD is a parallelogram. side AB is produced to E. so that BE AB . DE interestes side BC at the point O. prove that O is the mid point of BC. ABCD is a parallelogram. side AB is produced to E. so that BE AB . DE interestes side BC at the point O. prove that O is the mid point of BC. </u></em></strong></h2><h2><strong><em><u>[tex] ABCD is a parallelogram. side AB is produced to E. so that BE AB . DE interestes side BC at the point O. prove that O is the mid point of BC. ABCD is a parallelogram. side AB is produced to E. so that BE AB . DE interestes side BC at the point O. prove that O is the mid point of BC.  </u></em></strong></h2><h2><strong><em><u>[tex] ABCD is a parallelogram. side AB is produced to E. so that BE AB . DE interestes side BC at the point O. prove that O is the mid point of BC. ABCD is a parallelogram. side AB is produced to E. so that BE AB . DE interestes side BC at the point O. prove that O is the mid point of BC.  ABCD is a parallelogram. side AB is produced to E. so that BE AB . DE interestes side BC at the point O. prove that O is the mid point of BC. ABCD

is a parallelogram. side AB is produced to E. so that BE AB . DE interestes side BC at the point O. prove that O is the mid point of BC. u ji in to

Similar questions