Can you help me prove this?
Answers
Correct option is
Correct option isD
Correct option isDa parallelogram
Correct option isDa parallelogramGiven:
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:Type of quadrilateral of DEQP.
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:Type of quadrilateral of DEQP.Solution:
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:Type of quadrilateral of DEQP.Solution:In ΔABC,D&E are the respective mid points of AB & AC.
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:Type of quadrilateral of DEQP.Solution:In ΔABC,D&E are the respective mid points of AB & AC. ∴DE∥(BCorPQ) ....(1)
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:Type of quadrilateral of DEQP.Solution:In ΔABC,D&E are the respective mid points of AB & AC. ∴DE∥(BCorPQ) ....(1)Again in ΔABO,P&D are the respective mid points of AB & BO
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:Type of quadrilateral of DEQP.Solution:In ΔABC,D&E are the respective mid points of AB & AC. ∴DE∥(BCorPQ) ....(1)Again in ΔABO,P&D are the respective mid points of AB & BO∴DP∥AO ... (2)
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:Type of quadrilateral of DEQP.Solution:In ΔABC,D&E are the respective mid points of AB & AC. ∴DE∥(BCorPQ) ....(1)Again in ΔABO,P&D are the respective mid points of AB & BO∴DP∥AO ... (2) Similarly, in ΔACO,EQ∥AO ...(3)
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:Type of quadrilateral of DEQP.Solution:In ΔABC,D&E are the respective mid points of AB & AC. ∴DE∥(BCorPQ) ....(1)Again in ΔABO,P&D are the respective mid points of AB & BO∴DP∥AO ... (2) Similarly, in ΔACO,EQ∥AO ...(3)∴ From (2) & (3), we get
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:Type of quadrilateral of DEQP.Solution:In ΔABC,D&E are the respective mid points of AB & AC. ∴DE∥(BCorPQ) ....(1)Again in ΔABO,P&D are the respective mid points of AB & BO∴DP∥AO ... (2) Similarly, in ΔACO,EQ∥AO ...(3)∴ From (2) & (3), we get DP∥EQ ... (4)
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:Type of quadrilateral of DEQP.Solution:In ΔABC,D&E are the respective mid points of AB & AC. ∴DE∥(BCorPQ) ....(1)Again in ΔABO,P&D are the respective mid points of AB & BO∴DP∥AO ... (2) Similarly, in ΔACO,EQ∥AO ...(3)∴ From (2) & (3), we get DP∥EQ ... (4)∴ From (1) & (4), we have
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:Type of quadrilateral of DEQP.Solution:In ΔABC,D&E are the respective mid points of AB & AC. ∴DE∥(BCorPQ) ....(1)Again in ΔABO,P&D are the respective mid points of AB & BO∴DP∥AO ... (2) Similarly, in ΔACO,EQ∥AO ...(3)∴ From (2) & (3), we get DP∥EQ ... (4)∴ From (1) & (4), we haveDE∥PQ and DP∥EQ
Correct option isDa parallelogramGiven:ABC is a triangle, D & E are the respective mid points of AB &AC.O is any point on BC, P & Q are mid points of OB & OC respectively.To find:Type of quadrilateral of DEQP.Solution:In ΔABC,D&E are the respective mid points of AB & AC. ∴DE∥(BCorPQ) ....(1)Again in ΔABO,P&D are the respective mid points of AB & BO∴DP∥AO ... (2) Similarly, in ΔACO,EQ∥AO ...(3)∴ From (2) & (3), we get DP∥EQ ... (4)∴ From (1) & (4), we haveDE∥PQ and DP∥EQSo, DEQP is parallelogram.
