1. The following represents the height in meters of 10 study participants. 1.73 1.64 1.76 1.68 1.56 1.65 1.57 1.61 1.64 1.69 a) Calculate the mean, median, mode, Standard deviation and Range using...


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1. The following represents the height in meters of 10 study participants.<br>1.73<br>1.64<br>1.76<br>1.68<br>1.56<br>1.65<br>1.57<br>1.61<br>1.64<br>1.69<br>a) Calculate the mean, median, mode, Standard deviation and Range using Excel<br>b) Write down appropriate measure of central tendency & Dispersion for the given variable 'height'.<br>2. Tumor Size is a prognostic factor in Gastric Cancer Patient. The tumor size measured by the two types of tumor scanners are given as follows,<br>Equipment 1<br>2.2<br>0.8<br>3.2<br>3.9<br>4.2<br>Equipment 2<br>2.5<br>1.3<br>3.6<br>3.9<br>4.1<br>a) Calculate average tumor size with measure of dispersion (mean & SD) using Excel.<br>b) Identify which is the best equipment to measure the size of the tumor (apply coefficient of variation, CV).<br>3. The following are the results of the study titled

Extracted text: 1. The following represents the height in meters of 10 study participants. 1.73 1.64 1.76 1.68 1.56 1.65 1.57 1.61 1.64 1.69 a) Calculate the mean, median, mode, Standard deviation and Range using Excel b) Write down appropriate measure of central tendency & Dispersion for the given variable 'height'. 2. Tumor Size is a prognostic factor in Gastric Cancer Patient. The tumor size measured by the two types of tumor scanners are given as follows, Equipment 1 2.2 0.8 3.2 3.9 4.2 Equipment 2 2.5 1.3 3.6 3.9 4.1 a) Calculate average tumor size with measure of dispersion (mean & SD) using Excel. b) Identify which is the best equipment to measure the size of the tumor (apply coefficient of variation, CV). 3. The following are the results of the study titled "Impact of sleeping habit on Academic performance of school going children". Based on the concept of marginal/joint/conditional probability, Calculate the following. a) Write a summary (interpretation) of the given table and data presented. b) Probability of students having adequate sleep and gaining higher score (270%) in their final examination? c) Probability of poor academic performance (<70%) based="" on="" the="" given="" sample="" results?="" d)="" probability="" of="" poor="" academic="" performance=""><70%) among="" the="" students="" who="" had="" inadequate="" sleep?="" academic="" performance="" score="" 270%="" score=""><70% total="" adequate="" sleep="" 150="" 30="" 180="" sleeping="" habit="" inadequate="" sleep="" 55="" 100="" 155="" 33="" 44="" 3#34="" total="" 205="" 130="">

Jun 10, 2022
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