3-digit Numbers List

[Margarita Lovvorn]

Im an absolute beginner and working with python 3.7 and visual studio code.I've to sum up min. and max. values from a table. Because I get a wrong result, I striped down everyting and found out that the max() function returns only the highest 3 digit number from a propper list with also 4 digit numbers... what is wrong?

Three digits numbers start from 100 and end at 999. So, the smallest three-digit number is 100 and the largest 3-digit number is 999. In Maths, the number is defined by the number of digits it has. A three-digit number will be described by the place values of its digits. As we know, there are nine single-digit numbers, i.e., 1, 2, 3, 4, 5, 6, 7, 8, 9, and ninety two-digits numbers (from 10 to 99). A two-digit number is formed using zero (0) along with a single digit. Now, the three-digit numbers are also formed using these single digits or double digits, along with using zero (0). For example, 809 is a three-digit number, where the place value of 9 is ones, 0 is tens and 8 is hundreds.

As we already discussed, the three digits numbers are from 100 (hundred) to 999 (nine hundred ninety-nine). Before we see the list of three digits numbers, first let us discuss how many three digits numbers we have from 100 to 999.

In a word document, I have several levels of titles, and I gave a different style to each one (Title 1, Title 2, ... Title 5). These styles are the default ones provided by Word, just edited the size and the font.

The solution for this problem is to increase the size of the hanging indent. In many cases, you can right-click in a paragraph and choose Adjust List Indents from the shortcut menu, which opens the Adjust List Indents dialog (Figure 3). You may want to make your numbering flush left. If so, as shown in the dialog, you will need to set "Number position" to 0" and "Text indent" to something more than 0.25"; it may be that as little as 0.3" will be enough to solve the problem.

I know this is an old question (which also has an accepted answer) but the best way I found to have the same spacing between numbers and text for all levels regardless of the depth of the level (i.e. for any combination of integers in the level numbers) is to add spaces at the end of the definition of the format for the number.

This definition is found in the "Define new Multilevel list" dialog box in the field "Enter formatting for numbers". Just go through the levels that you will be using, and for each one add the same number of spaces to the end of the number format.

Found it! At least for me this worked.Styles Pane -> Modify Style -> Bottom Left of the new window, choose "Numbering" from the dropdown box -> Outline Numbered Tab -> Choose the style you're working with -> Click "Customize" -> Click the down arrow to expand the dialogue box -> find the "Follow number with:" option -> Choose space (rather than tab character).

To future searchers who may be looking for a solution for the web version of Microsoft Word (like me), if you want to change the indent (tabulation) between the number of an ordered -multilevel- list and the text, you can follow these steps:

The default hanging indent value (i.e., how far in the text begins) isn't wide enough for the 3-digit numbers. (Default seems to be for the number itself to be indented 0.25", and the following text indented 0.5", which leaves only 0.25" for the number.) When it's not wide enough, then, Word has to move the hanging text over to the next tab stop.

From the numbered list, select all of the items.Then click the drop-down arrow at the right of the Numbering tool in the Paragraph group, on the Home tab of the ruler. You will find that Word displays a palette of options.Click the Define New Number Format option. Word displays the Define New Number Format dialog box, and all the options in the dialog box should match whatever was set in the numbered list you selected in step 1.Choose the Right, using the Alignment drop-down list.Finally click on OK.

You will see an "L" shape in the top left corner of the document. A little farther to the right, there will be an triangle pointing down, a triangle pointing up, and a rectangle. They are usually together.

I wrote a simple python script which should be able to append 3-digits numbers to a string. I used a for loop that goes through the list items and sequentially adds them to the string. But the number list is being broken down to 1-digit numbers while I want to add the -digits as a whole to the string.

How can I fix the script so that the resulted list can be so:

AR_LP_0011405

AR_LP_0011406

AR_LP_0011407

Method #2: Using map() map function can be used to perform the following task converting each of the string converted numbers to the desired integer value to be reconverted to the list format.

One additional approach to convert a number to a list of integers is to use the divmod function to repeatedly divide the number by 10 and get the remainder. This can be done in a loop until the number becomes 0. The remainders can be added to a list, which can then be reversed to get the list of integers in the correct order.

Time complexity:

The time complexity of this code is O(n), where n is the number of digits in the input number. This is because the list comprehension and for loop both iterate over each digit once, and the int() function takes constant time to convert a single digit to an integer. Therefore, the time complexity grows linearly with the number of digits.

Space complexity:

The space complexity of this code is also O(n), where n is the number of digits in the input number. This is because the list of integers created by the list comprehension will have one element for each digit in the input number, and each element takes up constant space. Therefore, the space used by the resulting list grows linearly with the number of digits in the input number.

Odd numbers in general can be defined in many ways. One way to understand odd numbers is any number that is not a multiple of 2 is known as an odd number. Odd numbers 1 to 1000 are a set of all the non-multiples of 2 that lie between 1 to 1000 such as 11, 103, 999, and so on. Odd numbers 1 to 1000 can also be identified as all the numbers in this range ending with the odd digits such as 1, 3, 5, 7, and 9.

We will be listing down all the odd numbers from 1 to 1000 in this section. There are a total of 500 odd numbers from 1 to 1000. We know that odd numbers always end with an odd digit such as 1, 3, 5, 7, and 9. Therefore, the smallest odd number in this range of 1 to 1000 is 1 and the largest odd number is 999. The algorithm used to list down the odd numbers is adding 2 to the previous odd number. For instance, 1 is the first odd number, followed by 1 + 2 = 3, 3 + 2 = 5, and so on. Based on this logic let us now look into the list of all the odd numbers from 1 to 1000 as shown below.

We will be finding the sum of odd numbers 1 to 1000 using the sum of odd numbers formula. According to the sum of odd numbers formula, the sum of first n odd numbers is given by n2 where n is a natural number and represents the number of terms. Thus, the sum of first n odd numbers will be represented as 1 + 3 + 5 +...+ n terms = n2.

We know that the smallest and the largest odd number in the range of 1 to 1000 will be 1 and 999. Thus, the first term is 1 and the last term is 999. The number of odd numbers between 1 to 1000 is 500, hence the number of terms n = 500.

Solution: We know that, as per the divisibility rules, any number ending with a '0' or '5' is divisible by 5 or is simply a multiple of 5. But since we are dealing with odd numbers, hence all the numbers ending with the digit 5 between 1 to 1000 will be the multiples of 5.

Odd numbers from 1 to 1000 represent all the odd numbers falling in the range of 1 to 1000. The smallest odd number is 1 and the largest odd number is 999 between 1 to 1000. The consecutive odd numbers follow an algorithm of a difference of 2. Hence, the odd number series in this range will be 1, 3, 5,...997, 999.

The sum of odd numbers from 1 to 1000 is calculated using the formula of the sum of the first n odd numbers which is equal to n2 where 'n' is a natural number and represents the number of terms. There are 500 odd numbers from 1 to 1000. Thus, n = 500. Hence, the sum of odd numbers 1 to 1000 is equal to 5002 which is 250000.

Composite numbers are numbers with more than two factors. All the odd numbers between 1 to 1000 that have more than two factors or the numbers that are not prime are known as odd composite numbers in this range, such as 9, 15, 999, etc.

Write a program that asks the user word and prints the word with the lowercase letter 'a' replaced by the '@' symbol, and the lowercase letter 'o' replaced by a zero '0'. Your program should work like this:Enter a word: PasswordP@ssw0rd

Write a program that asks the user for some text. If the text is all in lowercase, your program should print True. Otherwise it should print False. Your program should work like this:Enter some text: this is all lowercaseTrue

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