Given data:
* The mass of the book is m = 2 kg.
* The height of book A is h_A = 1 m.
* The height of book B is h_B = 1.5 m.
* The height of book C is h_C = 2 m.
Solution:
(a). The gravitational potential energy of book A is,

where g is the acceleration due to gravity,
Substituting the known values,

Thus, the gravitational potential energy of book A is 19.6 J.
(b). The gravitational potential energy of book B is,

Thus, the gravitational potential energy of book B is 29.4 J.
(c). The gravitational potential energy of book C is,

Thus, the gravitational potential energy of book C is 39.2 J.