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Illustrating Hinge,Unequal Sides and Unequal An ...
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What theorem states that "If one side of a triangle is longer than the second, then the angle opposite the longer side is larger than the angle opposite the shorter side."?
Unequal Sides Theorem
Refer to the given figure. Compare: ∠H ___ ∠G.
∠H > ∠G
What theorem states that "If one angle of a triangle is larger than the second angle, then the side opposite the larger angle is longer than the side opposite the second angle."?
Unequal Angles Theorem
Refer to the given figure, compare: AB____BC.
AB < BC
In △EDF, ∠E=30°, ∠D=125°, and ∠F=25°, arrange the sides in descending order.
EF, DF, ED
Refer to the figure. Compare ∠1 with ∠2.
∠1 > ∠2
Refer to the given figure. Compare the two sides of the triangles. RT ___ VX.
RT > VX
What is the largest angle in the ∆RPQ? Refer to the given figure.
∠Q or ∠PQR
In ΔTRU, TR = 8 cm, RU = 9 cm, and TU = 10 cm. Arrange the angles in ascending order.
∠U, ∠T, ∠R
Refer to the given figure. What is the longest side in the ∆ABC?
AC