Accuracy is 96%
And error rate is 4%
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Calculate the overall accuracy (%) and error rate ) for a classifier using the following...
Exercise 2. Consider the iris data set. (a) Fit a linear regression model for Sepal.Width using Sepal.Length and Species as predictors. Recall that Species is a categorical variable with 3 levels (setosa versicolor, and virginica). Use summary) to print the results. What is the base- line level for Species in the model? (b) Fit a linear regression model for Sepal.Width using Sepal.Length, Species, and the interaction between Sepal.Length and Species as predictors. Use summary ) to print the results. (c)...
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Page 4 of S Exercise 2. Weather Prediction Using Bayes Classifier 15 marks Imagine that you are given the following set of training examples. Training Data Play Tennis No Outlookk Temperature Humadity Wind Day 1 85 80 Day 4 Day 5 Day 6 Da Day 8 Day 9 Day 10 Day 11 Sun Sunn Overcast Rain Rain Rain Overcast Sunn Sun Rain Sunn Overcast Overcast Rain Weak Stron Weak Weak Weak Stron Stron Weak Weak Weak...
Q1. In a digital classification process “training” a computer can be performed with supervised or unsupervised method. (i) What then is “training”? ……………………………………………………………………………………………. ……………………………………………………………………………………………. (ii) Maximum likelihood algorithm assumes that the bands of data have normal distributions. What is the objective of the assumption of normality in this algorithm? ……………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………… (iii) In maximum likelihood algorithm, about three parameters can be used to compute the statistical probability of a given pixel value being a member of a particular land cover category...
CHE 120 Activity 2. Measurement Evaluations: Accuracy & Precision Associated Resources: Accuracy & Precision Handout Exercice #1: Two students weigh a powdered metal, 1: Wo students weigh a powdered metal and report the results of their multiple trials below. The exact (true/accepted) value for this mass is 8.72 9. Student #1: 8.72 g: 8.74 g: 8.70 g Student #2:8.50 g: 8.48 g: 8.519 a) Calculate the average mass from each set of data Average Set 1: _ Average Set 2:...
Answer the following questions 3. (a) Consider the contingency table below and compute the ACCURACY rate and ERROR rate for model M1. MODEL M1 PREDICTED CLASS Class-Yes Class No ACTUAL Class Yes 10 70 CLASS Class No 10 10 (b) Consider the contingency table below and compute the ACCURACY rate and ERROR rate for model M2 MODEL M2 PREDICTED CLASS Class Yes Class-No ACTUAL Class-Yes 70 CLASS Class No 10 20 (c) Given the following cost matrix, compute the cost...
Answer the following questions 3. (a) Consider the contingency table below and compute the ACCURACY rate and ERROR rate for model M1. MODEL M1 PREDICTED CLASS Class-Yes Class No ACTUAL Class Yes 10 70 CLASS Class No 10 10 (b) Consider the contingency table below and compute the ACCURACY rate and ERROR rate for model M2 MODEL M2 PREDICTED CLASS Class Yes Class-No ACTUAL Class-Yes 70 CLASS Class No 10 20 (c) Given the following cost matrix, compute the cost...
Question o 0/2 pts 53 99 Details Determine the sampling error if the population and sample data are listed below. Population 28 54 55 59 39 13 39 40 11 20 20 5648 43 53 34 11 21 31 49 21 60 47 33 16 Sample 49 56 21 39 48 11 39 31 16 34 R Vector Copy to Clipboard a) The population mean is b) The sample mean is c) The sampling error is
Charles' Law (help with 2 and 4 please)
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Calculate the percent error, when comparing your experimental final volume to your calculated theoretical final volume. Show all calculations. Percent error = vf=194.87 MI b) List some sources of error that you might have made in this experiment. & Thononggonaffecha anthehoren can causing #bantiepachtleeruder different. There has to be constant pressure, the air inside con be too cooled, which con case the flost to implode. 1. Repeat the calculations in...
A University is applying Classification methods in order to ldentity alumini who may be interested in donating money. The University has a database of 58,205 alumni profiles containing numerous variables. Of these 58,205 alumni, only 576 have donated in the past. The university has oversampled the data and trained a random forest of 100 classification trees. For a cutoff value of 0.5, the following confusion matrix summarizes the performance of the random forest on a validation set: Predicted Actual Donation...
Consider the following sample data: 41 49 28 51 37 47 a. Calculate the range. b. Calculate MAD. (Round your intermediate calculations to at least 4 decimal places and final answer to 2 decimal places.) c. Calculate the sample variance. (Round your intermediate calculations to at least 4 decimal places and final answer to 2 decimal places.) d. Calculate the sample standard deviation. (Round your intermediate calculations to at least 4 decimal places and final answer to 2 decimal places.)