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x=(1/4)sv^2 In the formula shown, if x/s = 25 and v > 0, what is the v

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dabaobao

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x=(1/4)sv^2 In the formula shown, if x/s = 25 and v > 0, what is the v [#permalink]

25 Aug 2018, 08:47

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x=(1/4)sv^2
In the formula shown, if x/s = 25 and v > 0, what is the value of v ?

A) 9
B) 10
C) 11
D) 29
E) 100

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CounterSniper

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Re: x=(1/4)sv^2 In the formula shown, if x/s = 25 and v > 0, what is the v [#permalink]

25 Aug 2018, 09:37

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dabaobao wrote:

x=(1/4)sv^2
In the formula shown, if x/s = 25 and v > 0, what is the value of v ?

A) 9
B) 10
C) 11
D) 29
E) 100

x = \(\frac{sv^2}{4}\)
also
x=25s
substituting the values
25s=\(\frac{sv^2}{4}\)
v^2=100
v=10

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Abhishek009

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Re: x=(1/4)sv^2 In the formula shown, if x/s = 25 and v > 0, what is the v [#permalink]

25 Aug 2018, 10:07

1

Kudos

dabaobao wrote:

x=(1/4)sv^2
In the formula shown, if x/s = 25 and v > 0, what is the value of v ?

A) 9
B) 10
C) 11
D) 29
E) 100

\(x=(\frac{1}{4})sv^2\)

Or, \(\frac{x}{s} = (\frac{1}{4})v^2\)

Or, \(25 = (\frac{v^2}{4})\)

Or, \(v^2 = 100\)

So, \(v = 10\) , as \(v > 0\) , Answer must be (B)
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Re: x=(1/4)sv^2 In the formula shown, if x/s = 25 and v > 0, what is the v [#permalink]

07 Jun 2021, 00:36

\(x = (\frac{1}{4})sv^2\)

=> \(\frac{x}{s} * 4 = v^2\)

=> \(25 * 4 = v^2\)

=> \(100 = v^2\)

=> \(v = 10\)

Answer B
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Re: x=(1/4)sv^2 In the formula shown, if x/s = 25 and v > 0, what is the v [#permalink]

07 Jun 2021, 00:36

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