Geometric Series Answers

How many squares are on the chessboard?

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The total number of pennies on Row 1 is: 1 + 2 + 4 + 8 + 16 + 32 + 64 + 128 =

How many pennies are on each square? A = B = C = D = E = F = G = H =

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How else can the sequence for Row 1 be written? Notice:Square A: 1 penny = 20 Square B: 2 pennies = 21 Square C: 4 pennies = 22How many pennies would be on the square labeled H?

The sequence formed is geometric, with

The sequence formed is geometric, with

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?