Question

1. Is a triangle with angle measures 52°, 16º,
and 94° possible? Explain pls

Answer 1

$\large \mathfrak{Solution : }$

In a triangle the sum of measures of interior angles should be equal to 180° but here :

• $52 \degree+ 16\degree + 94\degree$

• $162\degree$

the sum of these angles = 162 °, therefore a triangle with these angle measures isn't possible.