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18. In Figure 13. AC, AD and AB are joined. Prove that
FAB+ ABC + BCD + CDE + DEF + EFA - 7209
1. Is it possible to have a triangle in which
each angle is equal to 45°
ileach angle is equal to 60°
wo of the angles are acute
il two of the angles are right angles
iv. two of the angles are obtuse
B
Fig. 13 no
1. The angles of a triangle are arranged in ascending order of magnitude. If the
difference between two consecutive angles is 10", find the three angles.
IHints
: Let the three angles arranged in ascending order be x”, (x + 10) and
(x+20)". Then, + x + 10 + x + 20 = 180)
2. If one angle of a triangle is equal to the sum of the other two, show that the
triangle is right angled triangle
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idk
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