Question

Solve s= v^2/2a for v. Assume all variables represent positive values.

Answer 1

The problem ^

Answer 2

@mathstudent55

Answer 3

\(\large \bf \textit{multiply both sides by }2a\textit{ then take }\sqrt{\qquad }
\)

Answer 4

How

Answer 5

\(\bf {\color{blue}{ 2a\times }}s= {\color{blue}{ 2a\times\implies }}\cfrac{v^2}{2a}\implies \sqrt{\textit{left-side}}=\sqrt{\textit{right-side}}\)

Answer 6

hmm darn typos one sec

Answer 7

\(\bf {\color{blue}{ 2a\times }}s= {\color{blue}{ 2a\times }}\cfrac{v^2}{2a}\implies \sqrt{\textit{left-side}}=\sqrt{\textit{right-side}}\)

Answer 8

So is it B? And thanks that was helpful

Answer 9

yw