Solving Equation for Unknown Variable n

What is the approximate value of the unknown variable n when solving the equation (1.04)(64.1) = n(0.0821)(805)?

To solve the equation (1.04)(64.1) = n(0.0821)(805) for n, you need to isolate the variable n on one side of the equation. First, distribute the values on the right side of the equation: (1.04)(64.1) = (n)(0.0821)(805) Next, simplify both sides of the equation: 65.44 = 66.4625n Then, divide both sides of the equation by 66.4625: n = 65.44 / 66.4625 Using a calculator, the approximate value of n is 0.984.

Steps to Solve the Equation:

To solve the given equation, you need to follow these steps: 1. Distribute the values on the right side of the equation: (1.04)(64.1) = n(0.0821)(805) 2. Simplify both sides of the equation: 65.44 = 66.4625n 3. Divide both sides of the equation by 66.4625 to isolate n: n = 65.44 / 66.4625 4. Calculate the value of n using a calculator: n ≈ 0.984 Therefore, the approximate value of the unknown variable n in the equation (1.04)(64.1) = n(0.0821)(805) is 0.984.
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