The cumulative distribution function for the lognormal distribution is given by _____a) $\phi[\frac{ln⁡(a)-\theta}{\omega}]$ b) $\phi[\frac{ln⁡(a)-\theta}{a}]$ c) $\phi[\frac{ln⁡(a)-\omega}{\omega}]$ d) \(\phi[\frac{ln⁡(

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$\phi[\frac{ln⁡(a)-\theta}{a}]$

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$\phi[\frac{ln⁡(a)-\theta}{\omega}]$

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$\phi[\frac{ln⁡(a)-\theta}{a}]$

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$\phi[\frac{ln⁡(a)-\omega}{\omega}]$

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$\phi[\frac{ln⁡(a)-\theta}{\theta}]$

1.	The cumulative distribution function for the lognormal distribution is given by _____a) \(\phi[\frac{ln⁡(a)-\theta}{\omega}]\) b) \(\phi[\frac{ln⁡(a)-\theta}{a}]\) c) \(\phi[\frac{ln⁡(a)-\omega}{\omega}]\) d) \(\phi[\frac{ln⁡(
A.	\(\phi[\frac{ln⁡(a)-\theta}{\omega}]\)
B.	\(\phi[\frac{ln⁡(a)-\theta}{a}]\)
C.	\(\phi[\frac{ln⁡(a)-\omega}{\omega}]\)
D.	\(\phi[\frac{ln⁡(a)-\theta}{\theta}]\)
Answer» B. \(\phi[\frac{ln⁡(a)-\theta}{a}]\)

The cumulative distribution function for the lognormal distribution is given by _____a) \(\phi[\frac{ln⁡(a)-\theta}{\omega}]\) b) \(\phi[\frac{ln⁡(a)-\theta}{a}]\) c) \(\phi[\frac{ln⁡(a)-\omega}{\omega}]\) d) \(\phi[\frac{ln⁡(

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