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Andru [333]
4 years ago
5

Which value is equivalent to V-25?A. -5iB. -5C. 5OD. 5i​

Mathematics
1 answer:
AlexFokin [52]4 years ago
6 0

Answer:

\sqrt{-25} = 5i

Step-by-step explanation:

Given

\sqrt{-25

Required

An equivalent

We have:

\sqrt{-25

Express -25 as -1 * 25

\sqrt{-25} = \sqrt{-1 * 25}

Split

\sqrt{-25} = \sqrt{-1} * \sqrt{25}

\sqrt{25} = 5, so:

\sqrt{-25} = \sqrt{-1} * 5

\sqrt{-1} = i --- complex numbers

So:

\sqrt{-25} = i * 5

\sqrt{-25} = 5i

<em>Hence, the equivalent is (D)</em>

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Step-by-step explanation:

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3 years ago
In a distribution, a score of X=60 has a z-score of -3.0.. A score of X=85 has a z-score of 2.0. What are the mean and standard
never [62]
The formula for a z-score is
z=\frac{X- \mu}{\sigma}
We don't have μ, the mean, or σ, the standard deviation.  We can, however, set up a system of two equations with the information we do have.  We know:
-3=\frac{60- \mu}{\sigma} \text{ and } 2=\frac{85- \mu}{\sigma}
We can make this look more like a "typical" system of equations by cancelling the fractional part of each equation.  We do this by multiplying the bottom of each equation by σ:
-3*\sigma=\frac{60- \mu}{\sigma}*\sigma \text{ and } 2*\sigma=\frac{85- \mu}{\sigma}*\sigma&#10;\\&#10;\\-3\sigma=60- \mu \text{ and } 2\sigma=85- \mu
Now we'll get the variables on the same side of the equation.  We'll do this by adding μ to both sides:
-3\sigma + \mu=60- \mu + \mu \text{ and } 2\sigma+ \mu =85- \mu + \mu&#10;\\&#10;\\-3\sigma+\mu=60 \text{ and } 2\sigma+\mu=85
Now we'll write this vertically:
\left \{ {{-3\sigma+\mu=60} \atop {2\sigma+\mu=85}} \right.
We will "eliminate" μ by subtracting the bottom equation:
\left \{ {{-3\sigma+\mu=60} \atop {-(2\sigma+\mu=85)}} \right. &#10;\\&#10;\\-5\sigma=-25
Divide both sides by -5:
\frac{-5\sigma}{-5}=\frac{-25}{-5}&#10;\\&#10;\\\sigma=5
Our standard deviation is 5.  Substituting this into our top equation we have:
-3(5)+μ=60
-15+μ=60
Cancel the -15 by adding it to both sides:
-15+μ+15=60+15
μ=75
Our mean is 75.
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4 years ago
7. Ned took a test with 25 questions. He lost 4
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84 points lost overall
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Alr so imma need this answer rn
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The answer should be:

x = 5

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