The power, p, produced by an electric circuit varies directly as the square of the voltage, V, and inversely as the resistance, R. Write an equation that matches that description.
p=(v^2)/r
hmmm the only answer in the multiple choices that is similar is: p=kR/v^2
The question is worded strangly, it could mean that p^2=v, in which case p=k(squrt(v))/r. I did forget the constant k in my initial responce, but I am certain, by the definition of inverse relations that p=x/r, where x is a function of v.
So.... is that wrong? there is: A. p= (k)/(v^2r) B. p= (kr)/(v^2) C. p= (kv^2)/(r) D. p= kv^2r
C. it varies directly with the square of voltage, hence the V^2, and inversely with resistance hence the 1/R. the k is just an arbitrary constant that you have to tag along as a scalar hence, p = (kV^2)/R
thank you!!!
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