Solve the equation R=r+400(W-L)/T for W ### Solving the EquationIn this lesson, we will solve the given equation for \( W \). The equation is:\[ R = r + \frac{400(W - L)}{T} \]To isolate \( W \), we'll follow these steps:1. **Subtract \( r \) from both sides**:\[ R - r = \frac{400(W - L)}{T} \]2. **Multiply both sides by \( T \) to eliminate the denominator**:\[ T(R - r) = 400(W - L) \]3. **Divide both sides by 400**:\[ \frac{T(R - r)}{400} = W - L \]4. **Add \( L \) to both sides to solve for \( W \)**:\[ W = \frac{T(R - r)}{400} + L \]So, the solution for \( W \) is:\[ W = \frac{T(R - r)}{400} + L \]This represents the steps to isolate \( W \) in the given equation. Now, \( W \) is expressed in terms of \( R \), \( r \), \( T \), and \( L \).### SummaryGiven the equation \( R = r + \frac{400(W - L)}{T} \), we solved for \( W \) and derived the formula:\[ W = \frac{T(R - r)}{400} + L \]Use these steps whenever you need to solve for \( W \) in a similar type of equation.

Name: Solve the equation R=r+400(W-L)/T for W ### Solving the EquationIn thi
Uploaded: 2024-03-20T06:47:22.000Z
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Description: Solve the equation R=r+400(W-L)/T for W ### Solving the EquationIn this lesson, we will solve the given equation for \( W \). The equation is:\[ R = r + \frac{400(W - L)}{T} \]To isolate \( W \), we'll follow these steps:1. **Subtract \( r \) from bo