Maybe It Is Possible That The Area Of A Square Can Be Determined Using A Ratio Based On The Length Of One Side. Create A Graph That Shows The Ratio Of The (side Of A Square)/(area Of A Square) As A Function Of The Length Of Any Side (it Is A Square, All Sides Are The Same). You Could Graph It As Y=length/area For A 1" Square, The Ratio Of Side/area Is _____________________________ For A 5" Square, The Ratio Is______________________________ For A 0.1" Square, The Ratio Is_________________________ Can We Calculate The Area Of A Square Using A Ratio Of One Side? Does This Hypothesis Hold True For All Sizes Of Squares?

Maybe it is possible that the area of a square can be determined using a ratio based on the length of one side. Create a graph that shows the ratio of the (side of a square)/(area of a square) as a function of the length of any side (it is a square, all sides are the same). You could graph it as y=length/area For a 1″ square, the ratio of side/area is ___ For a 5″ square, the ratio is For a 0.1″ square, the ratio is_ Can we calculate the area of a square using a ratio of one side? Does this hypothesis hold true for all sizes of squares?

- November 14, 2022 - Edwin Tunner

Lets test a different hypothesis. Maybe it is possible that the area of a square can be determined using a ratio based on the length of one side. Create a graph that shows the ratio of the (side of a square)/(area of a square) as a function of the length of any side (it is a square, all sides are the same). You could graph it as y=length/area

For a 1″ square, the ratio of side/area is _____________________________

For a 5″ square, the ratio is______________________________

For a 0.1″ square, the ratio is_________________________

Can we calculate the area of a square using a ratio of one side? Does this hypothesis hold true for all sizes of squares?

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