### Description

In as we speak’s engineering curriculum, subjects on likelihood and statistics play a serious function, because the statistical strategies are very useful in analyzing the information and decoding the outcomes.

When an aspiring engineering scholar takes up a venture or analysis work, statistical strategies change into very helpful.

Therefore, using a nicely-structured course on likelihood and statistics within the curriculum will assist college students perceive the idea in depth, along with making ready for examinations resembling for normal programs or entry-stage exams for postgraduate programs.

With the intention to cater the wants of the engineering college students, content material of this course, are nicely designed. On this course, all of the sections are nicely organized and introduced in an order because the contents progress from fundamentals to larger stage of statistics.

Because of this, this course is, actually, scholar pleasant, as I have tried to clarify all of the ideas with appropriate examples earlier than fixing issues.

This 150+ lecture course contains video explanations of every thing from Random Variables, Chance Distribution, Statistical Averages, Correlation, Regression, Attribute Operate, Second Producing Operate and Bounds on Chance, and it contains greater than 90+ examples (with detailed options) that can assist you check your understanding alongside the way in which. “Master Complete Statistics For Computer Science – I” is organized into the next sections:

• Introduction

• Discrete Random Variables

• Cumulative Distribution Operate

• Particular Distribution

• Two – Dimensional Random Variables

• Random Vectors

• Operate of One Random Variable

• One Operate of Two Random Variables

• Two Features of Two Random Variables

• Measures of Central Tendency

• Mathematical Expectations and Moments

• Measures of Dispersion

• Skewness and Kurtosis

• Statistical Averages – Solved Examples

• Anticipated Values of a Two-Dimensional Random Variables

• Linear Correlation

• Correlation Coefficient

• Properties of Correlation Coefficient

• Rank Correlation Coefficient

• Linear Regression

• Equations of the Strains of Regression

• Customary Error of Estimate of Y on X and of X on Y

• Attribute Operate and Second Producing Operate

• Bounds on Possibilities

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