Pass the CompTIA CompTIA Data+ DA0-001 Questions and answers with CertsForce

The correct answer is D. OUTER JOIN, seven rows.

An OUTER JOIN is a type of SQL join that returns all the rows from both tables, regardless of whether there is a match or not. If there is no match, the missing side will have null values.An OUTER JOIN can be either a LEFT JOIN, a RIGHT JOIN, or a FULL JOIN, depending on which table’s rows are preserved1

Using the example tables, a FULL OUTER JOIN query would look like this:

SELECT Cust_id, Order_id, Order_qty FROM Sales_table FULL OUTER JOIN Order_table ON Sales_table.Order_id = Order_table.Order_id;

The result of this query would be:

Cust_id | Order_id | Order_qty --------±---------±--------- 1 | 1 | 100 2 | 2 | 50 3 | 3 | 25 4 | 4 | 75 NULL | 5 | 10 NULL | 6 | 20 NULL | 7 | 15

As you can see, the query returns seven rows, one for each order in either table. The orders that are not in the Sales_table have null values for the Cust_id column.

To find the mean of the order quantity, we need to sum up the order quantities and divide by the number of rows. In this case, the mean is (100 + 50 + 25 + 75 + 10 + 20 + 15) / 7 = 42.14. Rounding to one decimal place, we get42.1as the mean of the order quantity.

The report for the CEO should include YTD total sales, as this will provide a high-level overview of the sales performance of the company and show how it is meeting its annual goals. The other options are not appropriate for the CEO, as they are either too detailed or irrelevant for the report. The sales representatives’ home addresses, line-item SKU numbers, and customers’ first and last names are not related to the sales performance and might compromise the privacy and security of the data. Reference: CompTIA Data+ (DA0-001) Practice Certification Exams | Udemy

Explanation

Simply put, a z-score (also called a standard score) gives you an idea of how far from the mean a data point is. But more technically it's a measure of how many standard deviations below or above the population mean a raw score is. A z-score can be placed on a normal distribution curve.

Measures of central tendency are statistical metrics that describe the center point or typical value of a dataset. The primary measures include mean (average), median (middle value), and mode (most frequent value).

Descriptive Statistics:This branch of statistics involves summarizing and organizing data to describe its main features. It includes calculating measures of central tendency (mean, median, mode) and measures of dispersion (range, variance, standard deviation). Descriptive statistics provide a comprehensive snapshot of the dataset's characteristics.

Forecasting:This involves making predictions about future data points based on historical data. While valuable for planning, it doesn't provide insights into the current dataset's central tendency.

Trend Analysis:This technique examines data over time to identify patterns or trends. It's useful for understanding data direction but doesn't focus on central tendency measures.

Gap Analysis:This method compares actual performance with potential or desired performance, identifying gaps between current and expected outcomes. It doesn't relate to measures of central tendency.

Therefore, to obtain basic measures of central tendency, an analyst should employ descriptive statistics.

A flat file is a type of data structure that stores data in a plain text format, such as CSV, TSV, or TXT. A flat file consists of one or more records, each containing one or more fields, separated by a delimiter, such as a comma, tab, or space. A flat file does not have any hierarchical or relational structure, and does not support any complex queries or operations1.

A flat file may be the best data structure for the analyst to use in this scenario, because:

The analyst collects ten data points from 1,000 specimens, which means the data is relatively small and simple, and can be easily stored and processed in a flat file.

The analyst will not need any additional data to complete the analysis, which means the data is static and does not require any updates or modifications.

The analyst will not need to retrieve information by specifier, which means the data does not require any indexing or searching by key or value.

Multicollinearity in a dataset refers to the situation where two or more predictor variables are highly correlated, meaning that one can be linearly predicted from the others with a substantial degree of accuracy. In such cases, the correlation coefficient is a key statistical measure used to identify the presence of multicollinearity. It quantifies the degree to which two variables are linearly related.

The Variance Inflation Factor (VIF) is another commonly used metric that is derived from the correlation coefficient. It assesses how much the variance of an estimated regression coefficient increases if your predictors are correlated. If no factors are correlated, the VIFs will all be equal to 1.

While the other options listed—Chi-squared test, Two-sample f-test, and Two-way ANOVA—are valuable statistical tools, they serve different purposes and are not typically used to detect multicollinearity. The Chi-squared test is used for testing relationships between categorical variables, the Two-sample f-test compares variances across groups, and Two-way ANOVA is used to understand the interaction between two independent categorical variables on a continuous dependent variable.

Astar schemahas a central fact table linked to multiple dimension tables. The dimension tables are typically denormalized, meaning data is stored in a flat, non-normalized format for faster query performance. This design enables efficient queries in data warehousing and business intelligence.

CompTIA Data+ Reference:

CompTIA Data+ Study Guide (Exam DA0-001), Chapter 3: Databases and Data Sources, Section “Star Schema Design and Usage”, Official CompTIA CertMaster Learn for Data+, Module 3.6 “Data Warehousing Schemas”.

References Used:

CompTIA Data+ Study Guide (Exam DA0-001) – Official Sybex/CompTIA Book

CompTIA CertMaster Learn for Data+ – Official CompTIA Learning Modules

CompTIA Data+ Objectives (DA0-001)

 Data cleansing is a critical process in data analytics to ensure the accuracy and quality of data. The reasons to undertake data cleansing include:

Missing Data (B): Missing data can lead to incomplete analysis and biased results. It is essential to identify and address gaps in the dataset to maintain the integrity of the analysis1.

Invalid Data (D): Invalid data includes entries that are out of range, improperly formatted, or illogical (e.g., a negative age). Such data can corrupt analysis and lead to incorrect conclusions1.

Other options, such as non-parametric data (A), are not inherently errors but refer to a type of data that doesn’t assume a normal distribution. Duplicate data © and redundant data (E) could also be reasons for data cleansing, but they are not listed as options to select from in the provided image details. Normalized data (F) refers to data that has been processed to fit into a certain range or format and is typically not a reason for data cleansing.