\( W=4 \pi y \) for \( y \)
Real Tutor Solution
Answer
Solution
Reviewed and approved by the UpStudy tutoring team
Bonus Knowledge
To solve the equation \( W = 4 \pi y \) for \( y \), simply isolate \( y \) by dividing both sides by \( 4 \pi \): \[ y = \frac{W}{4 \pi} \] Now you have \( y \) expressed in terms of \( W \), which shows how \( y \) changes with respect to \( W \). This relationship is particularly valuable in mathematical modeling, physics, or engineering problems where quantities often relate linearly. This formula can be applied in various contexts, from calculating the radius of a circle in geometric situations (where \( W \) might represent an area or circumference) to understanding wave functions in physics. Just make sure to keep the units consistent when substituting values for \( W \)!