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In the given figure, AD is the bisector of `angle BAC`. If AB =10 cm , AC=6 cm and BC=12 cm, find BD
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In the given figure, AD is the bisector of `angle BAC`. If AB =10 cm , AC=6 cm and BC=12 cm, find BD and DC .
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In the given figure, AD is the median and DE || AB. Prove that BE is the median. ....
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In the given figure, AD = AE and `AD^2 = BD xx EC` prove that: triangles ABD and CAE are simila...
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In the given figure, A D is a median of A B C. Find the coordinates of D. √(0) 0
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In the given figure, AD = 2 cm , BD = 3 cm , AE =3.5 cm, AC = 7 cm.Is DE parallel to BC?
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In the given figure AD is bisector of angle CAB and BD is bisector of angle CBF. | SSC | CET
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In the given figure AD/AE = AC/BD , ANGLE 1 = ANGLE 2 SHOW THAT Triangle BAE similar to triangle CAD
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In the given figure, AD divides angle BAC in the ratio 1 : 3 and AD = DB. Determine the value of x.
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In the given figure, A D=A E and B D=E C. Prove that A B=A C.
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In the given figure, A D and A E are the tangents to a circle with centre O and B C touches the c...
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In the given figure, AP=3cm, AR=4.5cm, AQ=6cm and AB=5cm and AC=10cm, then find AD
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In the given figure below AD/AE = AC/BD and ∠1 = ∠2. Show that ∆ BAE~ ∆CAD @edulover123
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In the given figure, AD is perpendicular to BC, prove that AB² + CD² = BD² + AC²
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In the given figure, A D divides ∠ B A C in the ratio 1: 3 and A D=D B. Determine the value of x.
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In the given figure, A D is a median of A B C and E is the midpoint of A D. If B E is joined and ...
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In the given figure, AD and CE are bisectors of `/_A` and `/_C` respectively. If `/_ABC 90`, fi...
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In the given figure, \( A D=A E \) and \( B D=E C \). Prove that \( A B=A C \).
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in the given figure AD = 2cm BD = 3cm AE = 3.5cm and AC = 7cm . Is DE parallel to BC q 7 sample math
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In the given figure AD is perpendicular to BC produced, prove that : `c^(2)=a^(2)+b^(2)=2ax`
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In the given figure, DE is parallel to BC, if AD/DB = 2/3 and AC = 18 cm, find AE.
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In Figure, it is given that A E=A D\nand B D=C Edot\nProve that triangleA E B~=triangleA D C | ...
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In the given figure, AD and CE are medians and DFI/CE. Prove that : Fb=(1)/(4)AB. | 9 | MID-POI...
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What value of x will make DE//AB, in the given figure? AD=8x+9, CD=x+3, BE=3x+4, CE=x
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In the given figure, AD is the median of triangle ABC, then ....
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In the given figure, AD and BC are equal perpendicualrs to a line segment AB. Show that CD bisects A
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