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4
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8
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16
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32
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64
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128
Which of the following did you include?
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How many pennies are on each square? A = B = C = D = E = F = G = H =

Which formula can be used to sum the first n terms of a geometric sequence?




Which of the following is the total number of pennies on Rows 1-4 (the first 32 squares)?
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? 2^31✔ 2^322^33
The last square of the chessboard is square 64.How many pennies are on square 64? 2^612^62✔ 2^63
Which summation represents the total number of pennies on the chessboard?



How many pennies are on the nth square?
The number of pennies on square 33 is ✔ greater thanless thanequal to the sum of ALL the pennies on the first half of the chess board.
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