Computera kan thil chawh dan (algorithm) hi a chipchiar dan (complexity) a zirin running time hrang hrang chhinchhiahna (symbol) hmanga pek a ni a, Big O notation tiin an sawi. O tih hrim hrim hi chu Order of tihna a …
SET-A 1. Create table `mobileModel` and `prepaid` as per following Table Instance Chart. Restrict deletion of data in mobileModel table if modelid exists in the prepaid (½+½=1) `mobileModel` table Column Name modelId modelName Key Type Primary …
SUMITA ARORA Class 11 CS ASSIGNMENT CHAPTER-3 TYPE-B PART-3 26. Derive the boolean expression for the output F at the network shown below: Sol: The derived expression is: \( \overline{ (\overline{A}\overline{B}+CD) } \). The expression can be further reduced as …
Chapter-3 Type-B Solution for Assignment Question No 16-30 16. Find the dual of Boolean Expression \(\overline{A}D+\overline{C}D+\overline{A}B \) Sol: Apply duality = \( (\overline{A}+D).(\overline{C}+D).(\overline{A}+B) \) = \( (\overline{A}\overline{C}+ \overline{A}D+D\overline{C}+DD) (\overline{A}+B) \) - Apply Distribution law = \( (\overline{A}\overline{C}+ \overline{A}D+D\overline{C}+D) (\overline{A}+B) \) …
Chapter-12.1 PROBLEM 1 Create customer table — (a) Customer Table DROP TABLE IF EXISTS `customer`; CREATE TABLE `customer`( `CUSTNUMB` INT PRIMARY KEY, `CUSTNAME` VARCHAR(35), `ADDRESS` VARCHAR(100), `BALANCE` DECIMAL(8,2), `CREDLIM` INT, `SLSRNUMB` INT )ENGINE=INNODB; — adding data for customer table INSERT …
There are several ways to produce the same output, only one example is given for each question. 1. Multiplication Table 2. Real Alpha 3. Combining Tuple 4. Dictionary of student with Marks 5. Bubble Sorting 6. Insertion Sort 7. Check …
Chapter-3 Type-B Solution for Assignment Question No 6-15 6. State the principal of duality in boolean algebra and give the dual of the boolean expression. \((X+Y).(\overline{X}+\overline{Z}).(Y+Z)\) Sol: According to the principle of duality, a true boolean statement or expression can …
1. Verify using truth table that X + XY = X for each X, Y in {0,1} X Y XY X+XY 0 0 0 0 0 1 0 0 1 0 0 1 1 1 1 1 2. Verify using …