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- Determine if the sequence a = 1 is a solution of the recurrence relation a == 3a n n n-1 Show your work on paper, digitize it and upload the file using the button below. Attach File Browse Local Files Browse Content Collection Browse Dropbox + 4a n-2Some rows of the STUGRADE table of a school are shown below: STU_CODE CLS_CODE GRADE YEAR 291 111 3.1 2010 938 101B 2.3 2011 931 M101 3.3 2040 291 M101 3.4 2018 190 111 2.0 2021 931 321 3.9 2003 Suppose that STU_CODE is the student code (foreign key) and CLS_CODE is the class code (foreign key). Which of the following computes the average for each year of the student with code 931? a. SELECT AVG(GRADE) FROM STUGRADE WHERE STU_CODE = 931 GROUP BY YEAR b. SELECT AVG(GRADE) FROM STUGRADE WHERE STU_CODE = 931. c. SELECT AVG(GRADE) FROM STUGRADE GROUP BY STU_CODE = 931 d. SELECT AVG(GRADE) FROM STUGRADE WHERE STU_CODE = 931 GROUP BY AVG(GRADE)Please help me to transcribe SQL codes to python codes create table ab asselect *from aliWHERE itemprice IS NOT NULL; SELECT COUNT(MerchandiseCode), UserIDFROM abGROUP BY useridORDER BY COUNT(MerchandiseCode) DESC; select sum(totalsales), useridfrom abgroup by useridorder by sum(totalsales) desc; SELECT COUNT(transactiondate), UserIDFROM abGROUP BY useridORDER BY COUNT(transactiondate) DESC;
- plz don't copyuser_hashes.txt -/labl Open + Save 1 userl:saMNhdbYqwtng 2 user2:$1$saltsalt$Uf4ZS8mOUI3K0JVGdW0Gg/ 3 user3:$5$saltsalt$LJ1xP2sWvlns2HXEEtjkvBBnDjVDRjIJYli9wZOF6p5 4 user4:$6$saltsalt$Fx0z1/00gd05Rhbk9mNVswJYBtw9HwOmeHAOmn9Awl.Y3Z/AOPSLja52Fx31E11qxuKl.YnTnlo0z9b21Kt7K0 5 Why didn't John the Ripper crack all of the hashes using the above syntax? (Hint, look at the password formats in the user_hashes.txt file.Using this PLAYFAIR Matrix: KRAV D B C E F G HI/J L M N O P Q S T UW X Y Z Decrypt the value: ACMGLCNA OVAMPIRES SUGARHUM O NOSFERAT ORENFIELD
- In BLAST search, the Expected value is the number of nucleotide M in the query sequence multiply by the number of nucleotides N in total in the nucleotides sequence database and consecutively multiplied by the p value for the random match distribution. The Expected value means the number of random matches you may encounter in a database search as you do. A query sequence is 96 nucleotide long is used to search a nucleotide database that contained 5 X 10 ^7 nucleotides (that is: 5 time 10 to the power of 7), and the p value to find an exact match is 2 X 10 ^ (-9). What is the expected value? (precision to 0.00001)remove the value user inputted only not the key example Firstname [firstname]: John Middlename [middlename]: George Lastname [lastname]: Doe A for ADD D for DELETE Any key for END when enter 'D' lastname Firstname [firstname]: John Middlename [middlename]: George Lastname [lastname]: A for ADD D for DELETE Any key for END only the inputted will be remove not together the lastname names = {"firstname":"","middlename":"","lastname":""} choice = "A"while choice == "A" or choice == "D":print("\n\t A for ADD\n\t D for DELETE\n\t Any key for END")choice = input("\n\t Your choice: ")for k,v in names.items():print("\n\t "+k.capitalize()+" ["+k+"] : "+v)if choice == "A":key = input("\n\t Enter key: ")value = input("\n\t Enter value: ")names.update({key:value})for k,v in names.items():print("\n\t "+k.capitalize()+" ["+k+"] : "+v)elif choice == "D":delete_key = input("\n\t Enter key: ")names.pop(delete_key)for k,v in names.items():print("\n\t "+k.capitalize()+" ["+k+"] : "+v)else:print("\n\t…Deciuaal+o octal canversion (35)10=
- Need only unique ans don't copydont post unnecessary answer else sure downvote and also dont post existing answerSALESMAN Columns Data Constraints Grants IStatistics ITriogers Flashback IDependendes IDetals Partsons Indexes ISQL * a E X Sort. Fiter: SALESMAN ID 0 SNAME 150 Tucker 151 Bernstein 152 Hall 1530lsen 154 Cambrault 155 Tuvault 156 King 157 Sully 158 MCEwen 159 Smith 160 Doran 5001 James Hoog 5002 Nail Knife 5005 Pit Alex 5006MC Lyon 5003 Lauson Hense Manila 5007 Paul Adam 10 CITY Paris New York (null) London (null) (null) (null) (null) (null) (null) (null) New York Paris London Paris COMMISSION O SALARY 0.3 10000 0.25 25000 0.25 10000 0.2 15900 0.2 3 4. 5700 5820 5 6 0.15 0.35 50000 0.35 7 8450 0.35 1596 10 0.3 4520 0.3 10000 0.15 1000o 0.13 10000 0.11 10000 0.14 45896 0.12 10000 0.13 15625 11 12 13 14 15 16 17 Rome Salesman SALESMAN Columns Data (Constraints Grants IStatistics |Triggers IFleshback IDependencies IDetails Partitions Indexes ISQL *2 aActions.. A COLUMN NAME I SALESMAN ID 2 SNAME 3 CITY 4 COMMISSION 5 SALARY l0 DATA TYPE NUMBER (5,0) VARCHAR2 (30 BYTE) VARCHAR2 (15 BYTE)…
