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1, 2, 3, and to the 4. snoop doggy dogg and dr dre is at yo door
do you mean snoop lion
my apologies kind lady.
You have : \(\color{blue}{S = 4v^2}\) Divide 4 both sides first.
What do you get?
S = 4v^2 Solving / factorizing just means to make v the subject of the expression, i.e. v = ?
Yes, So you have : \(\cfrac{s}{4} = \cfrac{4v^2}{4} \) Or : \(\cfrac{s}{4} = \cfrac{\cancel{4}v^2}{\cancel{4} }\) Or : \(\cfrac{s}{4} = v^2\)
Are you getting it, what i have done above?
Yes! Good work.
\(\sqrt{\cfrac{S}{4}} = \sqrt{v^2} \)
Yeah! Though you can simplify it further : \(\cfrac{\sqrt{S}}{\sqrt{4}} = v\) \(\cfrac{\sqrt{S}}{2} = v\) And that's it now!
Sure, but I have to go soon. Will try to help you!
Also, you can give me a best response if you liked my help.
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