The sum of any two sides of a triangle is greater than the third side. GIVE : A `A B C`

Explanation

In` /_\ABC`,
extend AB to D in such a way that `AD=AC`.
In` /_\DBC`
as the angles opposite to equal sides are always equal, so,

`/_ADC=/_ACD`

Therefore,

`/_BCD>/_BDC`

As the sides opposite to the greater angle is longer, so,
`BD>BC`

`AB+AD>BC`

Since `AD=AC` then,

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