PLEASE PROVIDE REGULAR EXPRESSION FOR ANSWERS E TO H.THANKS

(60 pt., 7.5 pt. each) Construct a regular expression in JFLAP (version 7.1) that generates each of the following languages. For each language, you must submit one JFLAP file clearly labeled (e.g., 1a.jff). Make sure that you test your regular expressions in JFLAP before submitting. Note that JFLAP uses the symbol + for union (instead of or U ) and the symbol ! for the empty string (instead of ). For more details about how to write regular expressions in JFLAP, see JFLAP Tutorial 02 posted on Blackboard under JFLAP Resources. a. {w{a,b} the length of w is at most 4} b. {w{a,b}w does not end with the substring ab} c. {w{a,b}w contains at most two a's or at least two b 's } d. {w{a,b}w contains exactly three a's or an even number of b 's } e. {w{0,1}w does not contain any consecutive 0 's and does not contain any consecutive 1 's } f. {w{0,1}w starts with a 1 and contains an odd number of 0 's } g. {w{0,1} every substring 00 in w is followed by at least one 1} h. {w{0,1} every odd position of w is a 0} (60 pt., 7.5 pt. each) Construct a regular expression in JFLAP (version 7.1) that generates each of the following languages. For each language, you must submit one JFLAP file clearly labeled (e.g., 1a.jff). Make sure that you test your regular expressions in JFLAP before submitting. Note that JFLAP uses the symbol + for union (instead of or U ) and the symbol ! for the empty string (instead of ). For more details about how to write regular expressions in JFLAP, see JFLAP Tutorial 02 posted on Blackboard under JFLAP Resources. a. {w{a,b} the length of w is at most 4} b. {w{a,b}w does not end with the substring ab} c. {w{a,b}w contains at most two a's or at least two b 's } d. {w{a,b}w contains exactly three a's or an even number of b 's } e. {w{0,1}w does not contain any consecutive 0 's and does not contain any consecutive 1 's } f. {w{0,1}w starts with a 1 and contains an odd number of 0 's } g. {w{0,1} every substring 00 in w is followed by at least one 1} h. {w{0,1} every odd position of w is a 0}