Answer:
18446,74,40,73.70,95,51,615
Step-by-step explanation:
There are in total 64 squares on a chess board.
I penny placed on I square, II on 2nd square, 4 on 3rd and so on.
The no of pennies on each square form a geometric sequence with each term multiplied by 2 by the previous term
Thus no of pennies placed would be
1,2,4,.....
The total no of pennies placed = sum of a geometric series with I term 1 and common ratio 2
=
=18446,74,40,73.70,95,51,615