\"\"\"\"

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Original: 15.6meters.

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New: 11.4meters.

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Since the new meters is greater than the original, this is a percent of increase.

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The meters of change = New meters – Original meters.

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 The meters of change = \"\".\"\"

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Let r be the percentage of increase.

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Use the original number, 15.6 as the base.

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The percent proportion is

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\"\"

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\"\"

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To solve for r, first find the cross products.

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\"\"

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\"\"                                (Multiply: \"\")

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\"\"                   (Divide each side by 15.6)

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\"\"                                          (Cancel common terms)

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\"\"                              (Divide: \"\")

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The percentage of decrease by \"\".\"\"

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The percent of change is a percent of decrease.

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The percentage of decrease by \"\".