Hey I am going around in circles plugging values into two formulas giving conflicting results and I can not find the error. Its on the attachment if anyone's up for it please!??

Question

Hey I am going around in circles plugging values into two formulas giving conflicting results and I can not find the error.  Its on the attachment if anyone's up for it please!??

anonymous · Answer

attachment

anonymous · Answer

I think you gotta zoom in ..

turingtest · Answer

i'm not sure if this will solve your only problem, but it should be $$2aS=V^2-V_0^2$$

turingtest · Answer

this will be your only problem*

rational · Answer

you have a mistake in formula http://gyazo.com/7527b47a2fc4a0cb762220856fcdeb72

rational · Answer

it should be $$\large S = V_0 \color{red}{t} + \dfrac{1}{2}at^2$$

right ?

anonymous · Answer

argh checking now...   THANK YOU one sec please

anonymous · Answer

Hey rational, Yep, that'll do it, RIGHT ON. THANK YOU.  I cant tell you the circles upon circles but I have missed it every single damn time.  THANK YOU!  I will go off now and re do it with the ever so important extra t, time.  Argh.  Thank you!

rational · Answer

haha happens :) good luck !

anonymous · Answer

Im glad you can laugh - laugh or cry on this end haha, the latter is always the best option heh.  Thanks again so much :)

anonymous · Answer

Hi TuringTest, thanks for taking a look for me. Im sorry but I cant see quite what you are referring too..?  I though I got the 2as =V^2 - Vo^2  formula correct..?  Could you please clarify?

anonymous · Answer

*thought

anonymous · Answer

$$2aS = V ^{2}-V _{0^{}}^{2}$$
Ah sorry TuringTest you're right. I had missed $$V _{0}^{2}$$ in the formula itself. Thanks agian

turingtest · Answer

yeah, you got it
welcome!

anonymous · Answer

Cool thank you!  Im applying the corrections now (and having a nice big exhale whilst kicking myself haha) Thank you :)