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Q4.2 A sample space S consists of five simple events with these probabilities: P(E1)=P(E2)=0.15,P(E2)=0.4,P(Ei)=2P(E) a. Find the probabilities for simple events E and E. b. Find the probabilities for these two events: A={E,E,E},B{E,E}.
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Q4) A standard deviation value =1 means: a) All values are the same b) You can't have a standard deviation =1 c) There is an extreme amount of variability d) None.
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Q3. [4] Recognition Trace the behaviour of the recognition algorithm for the NDFR in Q2 for the strings "ac", "abad", "a" and "adb". Q2. [6] Language Use both definitions of L(A) to show that "abbcd" is in the language of this NDFR:.
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Q2. Create an associative array using a name as keys and a surname as values, transform it into a two-dimensional array, and display the data in a table. Sample output: One Dimensional Array Array ( [Henry] Ikediego [Mike] Wise [James] => Bond [Swiss] => Jane [King]=> James [Natanie1] Ken [Prince] Charlie [Gate] Keeper [Kingston] Chuks [Alpha] Zeta ) Two Dimensional Array Array ( [1] > Array ( [0] => Ikediego [1] Wise [2] Bond [3] > Jane [4] James [5] Ken [6]=> Charlie [7] => Keeper [8] => Chuks [9] => Zeta ).
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Q3. [4] Recognition Trace the behaviour of the recognition algorithm for the NDFR in Q2 for the strings "ac", "abad", "a" and "adb". Q2. [6] Language Use both definitions of L(A) to show that "abbcd" is in the language of this NDFR:.
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altajhaji20
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public class weird \{ public static void main(String[] args)\{ int number =8 halfthefun(11); halfthefun (23+28) halfthefun(number); System.out.println("number =" + number); \} public static void halfthefun(int number) \{ number = number /2; for (int count =1; count <= number; count ++){ System.out.print(count +""); \} System.out.println();.
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