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Since the sides of the rectangles are in the same proportion (namely 1.618...), we get: Now, let's return to the Fibonacci Sequence. The ratio of consecutive terms forms a sequence itself. Suppose we know that this sequence converges to some real number (we can prove this in a lesson on geometric sequences).
Instructions. Open a new Microsoft Excel workbook. Type 4 in cell B2 and type 16 in cell C2. Of course, the ratio between these two numbers is one to four. Type the following formula in any empty cell: =B2/GCD(B2,C2) &amp; : &amp; C2/GCD(B2,C2). Press the Enter key. Excel displays the ratio 1:4 in the cell.Paste this same formula in any worksheet to calculate the ratio between two numbers. Replace B2 and C2 with the cells where your numbers are.nstructions. Open a new Microsoft Excel workbook. Type 4 in cell B2 and type 16 in cell C2. Of course, the ratio between these two numbers is one to four. Type the following formula in any empty cell: =B2/GCD(B2,C2) &amp; : &amp; C2/GCD(B2,C2). Press the Enter key. Excel displays the ratio 1:4 in the cell.