IN THE GIVEN FIGURE, DB IS PERPENDICULAR TO BC, DE IS PERPENDICULAR TO AB AND AC IS PERPENDICULAR TO BC. PROVE THAT BE/DE= AC/BC.
i am a meritnation paid user
in equilateral trangle d is a pnt on bc side bd=1third bc prove that 9ad2 =7ab2
if AD is perpendicular to BC and BD=1/3 CD.prove that 2AC2=2AB2 +BC2
what is the difference between - median , altitude , perpendicular bisector and perpendicular - in a triangle?
please explain
In triangle ABC , AD is perpendicular to BC. Prove that AD2= 3DC....tried the question many tyms...cn sum1 pls explain with the steps.
thankyou...
In a triangle ABC , AB =AC and D is a point on side AC , such that BC2=AC.CD . Prove that BD =BC . PLEASE HELP ME MERITNATION !!!
What are various aspects of pythagoras theorem?
In an equilateral triangle ABC,D is a point on side BC such that 4BD = BC. prove that 16AD2 = 13BC2
In the figure - PA,, QB and RC are perpendiculars to AC. prove that 1/x + 1/z = 1/y
In the following figure, ABD is a triangle right angled at A and AC ⊥ BD. Show that
(i) AB2 = BC × BD
(ii) AC2 = BC × DC
(iii) AD2 = BD × CD
how to do this using pythagoras theorem ?
D is a point on the side BC of triangle ABC such that angle BAC= angle ADC. Prove that CA2 = CB x CD
In given figure, is a right triangle PQR, right angled at Q. X and Y are the points on PQ and QR such that PX : XQ=
Please explain the exterior angle bisector theorem!!!
In triangle ABC, P and Q are points on the sides AB and AC respectively such that PQ is parallel to BC. Prove that medium AD, drawn from A to BC, bisects PQ.
IN THE GIVEN FIGURE, DB IS PERPENDICULAR TO BC, DE IS PERPENDICULAR TO AB AND AC IS PERPENDICULAR TO BC. PROVE THAT BE/DE= AC/BC.
i am a meritnation paid user
in equilateral trangle d is a pnt on bc side bd=1third bc prove that 9ad2 =7ab2
if AD is perpendicular to BC and BD=1/3 CD.prove that 2AC2=2AB2 +BC2
what is the difference between - median , altitude , perpendicular bisector and perpendicular - in a triangle?
please explain
In triangle ABC , AD is perpendicular to BC. Prove that AD2= 3DC....tried the question many tyms...cn sum1 pls explain with the steps.
thankyou...
In a triangle ABC , AB =AC and D is a point on side AC , such that BC2=AC.CD . Prove that BD =BC . PLEASE HELP ME MERITNATION !!!
What are various aspects of pythagoras theorem?
In an equilateral triangle ABC,D is a point on side BC such that 4BD = BC. prove that 16AD2 = 13BC2
In the figure - PA,, QB and RC are perpendiculars to AC. prove that 1/x + 1/z = 1/y
In the following figure, ABD is a triangle right angled at A and AC ⊥ BD. Show that
(i) AB2 = BC × BD
(ii) AC2 = BC × DC
(iii) AD2 = BD × CD
how to do this using pythagoras theorem ?
D is a point on the side BC of triangle ABC such that angle BAC= angle ADC. Prove that CA2 = CB x CD
In given figure, is a right triangle PQR, right angled at Q. X and Y are the points on PQ and QR such that PX : XQ=
1 : 2 and QY : YR= 2 : 1. Prove that 9(PY2+XR2)=13PR2.Please explain the exterior angle bisector theorem!!!
In triangle ABC, P and Q are points on the sides AB and AC respectively such that PQ is parallel to BC. Prove that medium AD, drawn from A to BC, bisects PQ.