Question

which figure is formed by three non- collinear points ? WHY?​

Answer 1

Step-by-step explanation:

joinin

$a \: triangle \: is \: formed \: by \: any \: 3 \: \\ non - collinear \: points \: always \: any \: \\ 2 \: any \: two \: points \: are \: collinear \: if \\ 3rd \: point \: is \: also \: there \: then \: by \: \\ joining \: all \: three \: line \: segments \\ formed \: by \: combination \: of \: 3 \\ \: points . \: suppose \: if \: there \: is \: a \: \\ triangle \: abc \: having \: points \: a \: b \: c \: we \: get \: \\ collinear \: points( \: a \: and \: b )\:( b \: and \: c ) \\ \: (c \: and \: a) \: by \: joining \: these \: points \: we \: get \: 3 \\ \: line \: segments \: by \: joining \: them \: we \: get \: \\ a \:triangle$