What is the percentage increase/decrease from 596 to 433?

Answer: The percentage change is -27.35%.

Let's see how we can calculate this percentage: what is the percentage increase/decrease from 596 to 433? Here is a very simple step-by-step guide to find out.

Step 1: We use the following formula:

\(\text{Percentage change}\) = \({Y-X \over X} \cdot 100\%\)

• \(X = 596\)
• \(Y = 433\)
• Percentage change calculation = \({433-596 \over 596}\) = \({-163 \over 596}\) = \(-0.27348993288591\)

Step 2: A percentage is a number or ratio expressed as a fraction of 100.

\(-0.2735\) = \(-27.35 \over 100 \) = \(-27.35\%\)

\(Answer: \) The percentage change is -27.35%.

What is the percentage increase/decrease from 596 to 433? -27.35 percent.

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