the small squares on a chessboard can be combined to form larger squares. for example , there are sixty four 1x1 squares and one 8x8 square .use inductive reasoning to determine how many 2x2 squares , 3x3 squares and so on, are on an chesboard. what is the total number of squares on a chesboard?

Question

the small squares on a chessboard can be combined to form larger squares. for example , there are sixty four 1x1 squares and one 8x8 square  .use inductive reasoning to determine how many 2x2 squares , 3x3 squares and so on, are on an chesboard. what is the total number of squares on a chesboard?

anonymous · Answer

cant you USE P AND C ?

anonymous · Answer

http://www.teachingideas.co.uk/maths/chess.htm

anonymous · Answer

this pretty much says it all :)

anonymous · Answer

1, 8x8 square
4, 7x7 squares
9, 6x6 squares
16, 5x5 squares
25, 4x4 squares
36, 3x3 squares
49, 2x2 squares
64, 1x1 squares

If you dont feel like going to a different website O_O

anonymous · Answer

is that an answer? @august13

anonymous · Answer

yurp :D