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Hello Guys:
I am looking at a question from the Old Princeton Review MCAT Elite Book. The Passage gave the following equation
E = (V + 1/2) (h/2pi) Square root (K/U)
Since everything in this question remained constant except U... I thought the equation would reduce to
E approximately = square root (1/U)
That gave me a wrong answer choice.
The correct answer explanation states that
E approximately = 1/ square root (U).
My question is, why is it E = 1/square root (U) as opposed to E = square root (1/U)?
In other words why E = K/square root (u) as opposed to E = square root (K/U)?
Any help would be truly appreciated. Thanks.
I am looking at a question from the Old Princeton Review MCAT Elite Book. The Passage gave the following equation
E = (V + 1/2) (h/2pi) Square root (K/U)
Since everything in this question remained constant except U... I thought the equation would reduce to
E approximately = square root (1/U)
That gave me a wrong answer choice.
The correct answer explanation states that
E approximately = 1/ square root (U).
My question is, why is it E = 1/square root (U) as opposed to E = square root (1/U)?
In other words why E = K/square root (u) as opposed to E = square root (K/U)?
Any help would be truly appreciated. Thanks.
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