Mark M. answered 02/22/20
Mathematics Teacher - NCLB Highly Qualified
s represents the starting size of the sides
s2 represents the starting area
0.6s and 1.5s represents the new sides
(0.6s)(1.5s) represents the new are
(0.6s)(1.5s) = 0.9s2
The new square is nine-tenth the area of the original.
Mark M.
Thank you for the clarification!02/22/20
John M.
It decreases by 10%02/22/20