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X1 ZX 10 5 5 0 1 1 o o o on a o 10 3 3 4 4 A W WC In order to

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X1 ZX 10 5 5 0 1 1 o o o on a o 10 3 3 4 4 A W WC In order to control the entrance to an area requiring high security, three characteristics of the people who "apply" are controlled by the autonomous system, and two groups are formed that are allowed (y = 1) and not allowed (y = 0). RFID input card signal (x1), audio frequency control (x2), and image analysis suitability (x 3) are used as these features (independent display parameters vector: x). The following database was introduced to the autonomous system, and it was asked to make its decisions accordingly: When this autonomous system perceives the "application" of a new person with the values of the vector "x" (x1 = 3, x 2 = 3, X 3 = 4), it has been wondered whether that person will allow entry. Question-1: Find the dependent variable ("y") value of this "applicant" after dividing this property space into sections according to entropy calculations in accordance with the "Decision Tree" algorithm. "If you are solving the same question, please try a different solution" X1 ZX 10 5 5 0 1 1 o o o on a o 10 3 3 4 4 A W WC In order to control the entrance to an area requiring high security, three characteristics of the people who "apply" are controlled by the autonomous system, and two groups are formed that are allowed (y = 1) and not allowed (y = 0). RFID input card signal (x1), audio frequency control (x2), and image analysis suitability (x 3) are used as these features (independent display parameters vector: x). The following database was introduced to the autonomous system, and it was asked to make its decisions accordingly: When this autonomous system perceives the "application" of a new person with the values of the vector "x" (x1 = 3, x 2 = 3, X 3 = 4), it has been wondered whether that person will allow entry. Question-1: Find the dependent variable ("y") value of this "applicant" after dividing this property space into sections according to entropy calculations in accordance with the "Decision Tree" algorithm. "If you are solving the same question, please try a different solution

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