Answer:
122.7 cm³
Explanation:
Volume of composite figure:
Square pyramid:
a = 4 cm ; h = 4 cm


Rectangular prism:
l = 6 cm ; w = 6 cm ; h = 4 cm

= 6 * 6 * 4
= 144 cm³
Volume of composite figure = volume of rectangular prism - volume of pyramid
= 144 - 21.3
= 122.7 cm³