Bissoy.com
Doctors Medicines MCQs Q&A

“ϕ(∙)” is said to be cumulative distribution function of _________

“ϕ(∙)” is said to be cumulative distribution function of _________ Correct Answer Standard normal distribution

For the standard normal distribution, “ϕ(∙)” is described as the cumulative distribution function, which has the value of mean equal to zero and the corresponding standard deviation equal to unity.

Related Questions

Probability plots are graph of ranked data plotted against the cumulative frequency, with a vertical scale chosen so that the cumulative distribution of assumed type is a _________
What function is used to calculate the cumulative distribution function (CDF) of a distribution in R?
A cumulative frequency distribution is given below Class 60-62 63-65 66-68 69-71 72-74 Cumulative frequency 3 20 36 48 50   Which one of the following class has maximum frequency?
A cumulative frequency distribution is given below: Class 40 - 42 43 - 45 46 - 48 49 - 51 52 - 54  55 - 57 Cumulative frequency 6 14 24 35 49 61 Which one of the following classes has maximum frequency?
A cumulative frequency distribution is given below: Class 30 - 32 33 - 35 36 - 38 39 - 41 42 - 44 Cumulative frequency 5 12 20 33 42   Which one of the following classes has maximum frequency?
In a town fair 50 people were asked which dessert they liked: ice cream, Donuts, or cupcakes. 28 said they like ice cream, 26 said they like donuts, and 26 said they like cupcakes. 8 said they like all three. 17 said they like donuts and cupcakes, 11 said they like ice cream and cupcakes. 5 said they do not like any of these. Find those people who liked ice cream and donuts but not cupcakes.
In the question given below is given a statement followed by two conclusions. You have to assume everything in the statement to be true and decide which of the conclusion logically follows beyond a reasonable doubt from the information given in the statement. Statements: Only students having first division are invited to annual prize distribution function. Conclusions: I. No students of first division will be absent on annual prize distribution function. II. Students came in annual prize distribution function will be first divisions.
______ evaluate the cumulative distribution function for a Normal distribution.
The cumulative distribution function for the lognormal distribution is given by _____ \) b) \(\phi\) c) \(\phi\) d) \(\phi\)
. . . . . . . . evaluate the cumulative distribution function for a Normal distribution.