1000000002 1000000005 1000000003 1000000004 1000000001 5 rows returned in 0.01 seconds CUST ID 0 1 1 1 2 # of Orders
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- Pascal's Triangle Version 2 The Pascal triangle can be used to compute the coefficients of the terms in the expansion (a + b)". For example, (a + b)? = a? + 2ab + b? where 1, 2, and 1 are coefficients. Write a C program that creates a two-dimensional matrix a representing the Pascal triangle of size n. For example, a Pascal triangle of size 10 is shown below:A sequence generator is designed to generate the sequence 01101. The "D" column will be .......... 10110 O 01101 O 10101 O 10100 O 11011 O 01011 O 11010fix and remove errors
- MOV DS, 223 * False trueComplete the table below to convert the decimal number 247 to binary. Use as many rows as you need. n div 2 n mod 2 The binary number is nGiven: Mini-Sudoku 4x4 Assume the following numbers are place in the following cells: C12 = 4 C24 = 1 C31 = 2 C42 = 3 If number 1 is place in cell C11 at the 2nd iteration, what cell is the next number 1 place? C14 C13 C11 C23 C22 C21 C34 C33 C32 C44 C43 C41
- Dim x As Integer = 5, y = 3, z = 6 z = 5 + (x * 2 ^ y + 4 * (z Mod 4 - 1)) MsgBox(z) %3D 45 none 1009 49ORG $0000 NUM1 DB $48 NUM2 DB $78 SUM DS 1 ORG $1000 LDAA NUM1 ADDA NUM2 STAA SUM Memory location for NUM2 is typeyour answer.Complete the table below to convert the decimal number 41762 to hexadecimal. Use as many rows as you need. n div 16 n mod 16 The hexadecimal number is n I
- Complete the table below to convert the decimal number 13697 to hexadecimal. Use as many rows as you need. n div 16 n mod 16 The hexadecimal number isLe assume we know AES key: 111222333444555666777888999aaacc (Hex code) and Initial text: fffeeedddcccbbbaaa99988877766644 (Hex code) Please find:variable1 DWORD 14253647h Assuming that the computer uses little endian order, illustrate how 'variable1' is stored in the memory. Answer format: For the following example, variable1 D WORD 14253647h If you think 14 goes to 0-th byte and 25 goes to 1st byte, you can write answer as follows: Offset (i-th byte) : value 0:14 1:25 Paragraph B III
