Question

Square 33 is the first square in Row 5, the first square of the second half of the chessboard. How many pennies are on square 33?

Answer 1

I just did it on edge

Question 1: 2^32

Question 2: Greater than

Explanation:

Trust me

Answer 2

`2^(32)` is the answer.

Explanation:

If we put a penny on the first square of a chess board, 2 on second, six on third and we keep on doing double for the next square then it will form a geometric sequence in the form of
`T_(n)=2^(n-1)`

1, 2, 4, 8, 16.........n terms

Now we have to calculate the pennies on square 33 that will be

So pennies on 33rd square will be

`T_(33)=2^(33-1)=2^(32)`