Question 868327
The volume of a pyramid is



V = (1/3)*A*h



where V is the volume, A is the area of the base, h is the height.



Plug in V = 190 and isolate A*h to get



V = (1/3)*A*h



190 = (1/3)*A*h



190*3 = A*h



570 = A*h



Now solve for either A or h. I'm going to solve for A to get



570 = A*h



570/h = A



A = 570/h



Now we can plug in arbitrary values of h to get corresponding values of A.



For example, if h = 1, then



A = 570/h



A = 570/1



A = 570



Or if h = 2, then



A = 570/h



A = 570/2



A = 285



So two possible sets of measurement for the base area A and the height h are: 



A = 570, h = 1
A = 285, h = 2



There are infinitely more combos (just make sure both A and h are positive).