Respuesta :
In FGH, m<F = 60, m<G = 68, and m<H = 52. Which side of FGH is the shortest?
Note about triangles: The small sides are opposite the small angles, and the large sides are opposite the large angles.
Since m<H is the least, the side opposite, segment FG, would be the shortest.
(draw a diagram to see that <H is opposite FG if necessary)
Note about triangles: The small sides are opposite the small angles, and the large sides are opposite the large angles.
Since m<H is the least, the side opposite, segment FG, would be the shortest.
(draw a diagram to see that <H is opposite FG if necessary)