Question

Draw a triangle with the given angle measures, if possible.

$38°$, $42°$, $110°$

Answer 1

Given:

Angles of the triangle are $38°$, $42°$, $110°$

According to angle sum property, sum of the interior angles of a triangle is always $180°$

Here, $38°$+$42°$+$110°$=$190°$

Since, $190°>180°$

So, we can’t draw the triangle with the given angle measures.

Triangle with the given angle measures $38°$, $42°$ and $110°$ can’t be drawn.