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Write a pseudo code to find the sum of digits of a given number reducing them to a single digit?
5
A Write the algorithm to concatenate two given strings?
a write the algorithm to concatenate two given string
What are the characteristics of an algorithm. Describe with an example?
An algorithm is a stepwise sequence of operations that can be performed to solve a problem. The operations are expected to be 'simple', so they can be performed mechanically.A simple example algorithm is "how to find the largest number in a list of numbers":- look at the first number and write it down as the largest-so-far- for each remaining number in the list:- - replace largest-so-far with this number if this number is larger- when you have compared all the numbers, largest-so-far is the largest number in the listA less trivial algorithm is the one people learn in school for multiplying multi-digit numbers, called "long multiplication" or "grade-school multiplication". It becomes rather long if you write down all the steps (as you would need to for an algorithmic description), but it involves multiplying each digit in the first number with each digit in the second number and summing the partial results.Here the simple operation is multiplying two single digits, which you are expected to know how to do, and by using the algorithm you can extend the knowledge of how to multiply single digits to multiply numbers with any number of digits.See related links.
Write an algorithm and draw a corresponding flowchart to search a number in the given list of numbers and also display its position?
please give me an algorithm and a corresponding flow chart that displays list of numbers from 1 to 20.
Algorithm to count the digits in a given number?
def digits(x):""" Return amount of digits of x. """y = math.log10(x)if y % 1 0:return int(y)else:return int(math.floor(y) + 1)
Write a pseudo code to find the sum of digits of a given number reducing them to a single digit?
5
A Write the algorithm to concatenate two given strings?
a write the algorithm to concatenate two given string
How many ways are there to write a 3-digit positive integer using digits 1 3 5 7 and 9 if no digit is used more than once?
There are 5 choices for the first digit, as any of the 5 given digits can be used. After selecting the first digit, there are 4 remaining choices for the second digit, and 3 choices for the third digit. Therefore, the total number of ways to write a 3-digit positive integer using the given digits without repetition is 5 x 4 x 3 = 60 ways.
What are the smallest possible 7-digit numbers by repeating the digits given 58271?
-58264
The sum of the digits of a two digit number is 9 the number obtained by reversing the order of the digits of the gven numbers exceeds the given number by 27 find the given numbers?
3 and 6
What is the smallest 5 digit number using the digits 0 9 1 6?
Starting from the left, use the smallest possible digit for each position. Note that only four digits are given, so we can assume that we are free to choose the fifth digit. The first digit can't be "0", so use the next-smallest digit: "0". The next digits would be "169". For the final digit, add an additional zero.
What are the characteristics of an algorithm. Describe with an example?
An algorithm is a stepwise sequence of operations that can be performed to solve a problem. The operations are expected to be 'simple', so they can be performed mechanically.A simple example algorithm is "how to find the largest number in a list of numbers":- look at the first number and write it down as the largest-so-far- for each remaining number in the list:- - replace largest-so-far with this number if this number is larger- when you have compared all the numbers, largest-so-far is the largest number in the listA less trivial algorithm is the one people learn in school for multiplying multi-digit numbers, called "long multiplication" or "grade-school multiplication". It becomes rather long if you write down all the steps (as you would need to for an algorithmic description), but it involves multiplying each digit in the first number with each digit in the second number and summing the partial results.Here the simple operation is multiplying two single digits, which you are expected to know how to do, and by using the algorithm you can extend the knowledge of how to multiply single digits to multiply numbers with any number of digits.See related links.
How can you make 4 7 9 into two digit number?
To create a two-digit number from the digits 4, 7, and 9, you can combine any two of the digits. For example, you can form the numbers 47, 49, 74, 79, 94, or 97. Each combination represents a valid two-digit number using the given digits.
What is truncat?
Truncation is an operation whereby a long decimal representation of a number is stopped after a given number of digits, taking no account of the digit which follows. This is different from rounding where the final digit retained may be increased by 1 if the following digits make a number which is greater than half a unit.
Write a c program to add the digits of a given no?
THIS IS ONLY FOR UPTO A FIVE DIGIT NO. BY ROHAN ARORA#include#includevoid main(){int a,n,s,sum=0;clrscr();printf("Enter the number between 1 to 5 digits\n");scanf("%d",&a);while(a!=0){n=a%10;sum=sum+n;a=a/10;}printf("The sum of digits of the given numberis %d",sum);getch();}
The mystery number is a three-digit number. Its digits are 1 4 and 3. and acirc and 128 and cent The 4 has a digit on its left and on its right. and acirc and 128 and cent The 3 is not the last digit.?
The mystery number is 413. The digit 4 has the digits 1 and 3 on its left and right, respectively. Additionally, the digit 3 is not the last digit, which confirms that 413 satisfies all the given conditions.
How many significant digits are in 5.060?
The first step in assessing the number of significant figures is to identify the greatest non-zero digit. In this case it is five. Then you simply count on until the last digit given. In this case there are 3 more digits after the 5. Therefore the number has been given to 4 significant figures.
