Question

HALP!!
v= the square root of 2as
Solve for s
(I said the square root of because idk how to put that symbol)

Answer 1

\[v=\sqrt{2as}\]

Answer 2

\[a=\frac{ 2 }{ s }\]

Answer 3

Please don't give out direct answers :) @SurpriseBreeze Instead, try engaging the asker so they can learn better and understand where your answer is coming from. Not only is it against the CoC, but also prohibiting learning.

As the saying goes…
\(\\\color{darkblue}{Give~a~man~a~fish,~he~eats~for~a~day.}\)
\(\\\color{pink}{Teach~a~man~to~fish,~he~eats~for~a~lifetime.}\)

Answer 4

Type it into a calculator.. :)

Answer 5

Thank you however I have to show my work so if you could show me the steps that be amazing

Answer 6

I just used mathway :c They charge you to see the steps..

Answer 7

yeah I use mathway too

Answer 8

oh well thanks for trying!

Answer 9

next person pretty please

Answer 10

Then mathway sucks. Where is variable v anyway?

Answer 11

v is on the other side I have to somehow end up with s in its place

Answer 12

SO it has to be s=blah blah

Answer 13

I know, I am talking about SurpriseBreeze's answer.

Ok your goal is to isolate s.

\(v = \sqrt{2as}\)
We need to get rid of square root. Any idea what we need to do to both sides?

Answer 14

Square it

Answer 15

Right.
\(v^2 = (\sqrt{2as})^2\)

\(v^2 = 2as\)

Now what? How to move \(2a\) to other side?

Answer 16

divide

Answer 17

Yeah. \(\large \boxed{s = \dfrac{v^2}{2a}}\)

That it.

Answer 18

Ok thank you so much!!!

Answer 19

Tiger-Algebra shows the work… wolfram alpha is better though but you do have to pay when getting steps.