Page 104 - Start Up Mathematics_6
P. 104

(d)  3 acute angles                                    (iv)  Right-angled
                          (e)  1 right angle                                      (v)  Equilateral

                          (f)  1 obtuse angle                                    (vi)  Acute-angled
                          (g)  1 right angle with two sides of equal length      (vii)  Isosceles       (NCERT)
            Solution:     (a) (v), (b) (vii), (c) (i), (d) (vi), (e) (iv), (f) (iii), (g) (ii)

                                                                         Try It Out!
            Example 19: Name each of the following triangles in
                          two different ways: (You may judge the         What type of triangles can you construct
                                                                         using
                          nature of the angle by observation).           (a)  3 matchsticks?

                                                                         (b)  4 matchsticks?
                                                                         (c)  5 matchsticks?






                                5 cm        4 cm       17 cm          15 cm

                                                                                                      6 cm


                                  4 cm                                                6 cm
                                                         8 cm
                                    (a)                   (b)                            (c)








                           10 cm                          5.8 cm        5.8 cm              13 cm           8 cm




                                  10 cm                         5.8 cm                     11 cm
                                    (d)                          (e)                        (f)

            Solution:     (a)  Acute-angled; isosceles            (b)  Right-angled; scalene
                          (c)  Obtuse-angled; isosceles           (d)  Right-angled; isosceles
                          (e)  Acute-angled; equilateral           (f)  Obtuse-angled; scalene

            Types of Quadrilaterals

            1.  Parallelogram: A parallelogram is a quadrilateral in which
                 both pairs of opposite sides are parallel.






            2.  Rectangle: A rectangle is a parallelogram in which each
                 angle is a right angle.




              96
   99   100   101   102   103   104   105   106   107   108   109