Final answer:
To solve for W in the equation L = √5/TW, multiply both sides by TW, then divide by L, to finally get W = (√5 / T) / L.
Step-by-step explanation:
The student asked how to solve for W in the equation L = √5/TW. To isolate W, we can undertake a series of algebraic steps:
- Multiply both sides of the equation by TW to get rid of the denominator next to W: L · TW = √5.
- Divide both sides of the new equation by L to solve for TW: W = √5 / L.
- We extract W from the TW term to complete the solution: W = (√5 / T) / L.
Through this process, we have successfully isolated W and expressed it in terms of L, T, and the constant 5.