In a triange ABC, prove that AB + AC > 2AD, where AD is the median from A to BC..pls answer this one....
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Hi friend ✋✋✋✋
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Your answer
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In ∆ABC, AD is a median.
To prove : - AB + AC > 2AD
Now,
---------
AB > AD [Because, she's of a triangle are greater than is medians.]
Similarly,
--------------
AC > AD [Because, she's of a triangle are greater than is medians.]
Therefore,
------------------
AB + AC > AD + AD
=> AB + AC > 2AD
HOPE IT HELPS
--------------
Your answer
---------------------
In ∆ABC, AD is a median.
To prove : - AB + AC > 2AD
Now,
---------
AB > AD [Because, she's of a triangle are greater than is medians.]
Similarly,
--------------
AC > AD [Because, she's of a triangle are greater than is medians.]
Therefore,
------------------
AB + AC > AD + AD
=> AB + AC > 2AD
HOPE IT HELPS
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