Solve the equation for the specified symbol.
-$\Delta = \frac { \varrho ( \odot ) } { \alpha } + \square \text { for } \odot$
A) $\odot = \frac { \alpha } { \Delta - \square }$
B) $\odot = \frac { \mathrm { Q } ( \Delta - \square ) } { \alpha }$
C) $\odot = \frac { \Delta - \square } { \varrho }$
D) $\odot = \frac { \alpha ( \Delta - \square) } { \varrho }$

Question

Quizplus · Accepted Answer

To solve for $\odot$, first subtract $\square$ from both sides to get $\Delta - \square = \frac{\varrho(\odot)}{\alpha}$. Then, multiply both sides by $\alpha$ to isolate $\varrho(\odot)$ on one side, resulting in $\alpha(\Delta - \square) = \varrho(\odot)$. Finally, divide both sides by $\varrho$ to solve for $\odot$, which gives $\odot = \frac{\alpha(\Delta - \square)}{\varrho}$.

Solve the Equation for the Specified Symbol Δ=ϱ(⊙)α+□ for ⊙\Delta = \frac { \varrho ( \odot ) } { \alpha } + \square \text { for } \odotΔ=αϱ(⊙)​+□ for ⊙

Solve the Equation for the Specified Symbol $\Delta = \frac { \varrho ( \odot ) } { \alpha } + \square \text { for } \odot$