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- A palindrome is a word or phrase that reads the same forward and backward, ignoring blanks and considering uppercase and lowercase versions of the same letter to be equal. For example, the following are palindromes:warts n strawradarAble was I ere I saw Elbaxyzczyx5.Encipher the word GO by grouping. For conversion of the alphabet to numbers, use A B C D E F G H I J K L M N O P 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 Note that letter G becomes 6 and letter O becomes 14.Fill in the blanks 1.setbase (int 10) -It sets the output representation of the number to......
- i need this in words please rewrite it allAnswer in Java Only Ranjit has always been very interested in palindromic strings. So as the word suggest palindromic string is a string which is same form both the end. Recently, he discovered something interesting on palindrome and that made him feel really lucky. He came across something known as Lucky Palindromes. Defines a character unit as a lucky palindrome if it is a palindrome containing a "lucky" character unit as a small series. As usual, he now wants to turn every thread he encounters into a lucky palindrome. As a chef, he is a patient and creative man, so he knows the task of changing any string character with any other character very well and can perform this action many times indefinitely. He wants you to write a program that will help him to turn a given series into a lucky palindrome that uses a small amount of functionality and if a few such palindromes can happen, then take out one very small dictionary. Input: laubcdkey Output luckykcul 8Fibonacci numbers have a lot of numerical properties. A few can be mentioned is that the squares of the Fibonacci numbers added together by the consecutive number you get the next Fibonacci number, and when you add the squares together it also results to the Fibonacci sequence. Another is when adding the squares of the Fibonacci numbers for example one plus one plus four is six. Add nine to that, we get 15. Add 25, we get 40. Add 64, we get 104. Fibonacci shows here. Six is two times three, 15 is three times five and so on. Last to be mentioned is when you divide 13 by eight, you get 1.625 and if you dividde this larger number by the smaller number, the ratios get closer and closer to about 1.618. Now the question is, what other numerical properties can you identify in the Fibonacci sequence ASIDE from those mentioned above and verify your assumptions.
- Part 3: Negative Binary Numbers This standard method of binary number representation doesn't account for negative numbers. We can't just throw a negative sign in front of a binary number though - everything in a computer must be represented by 1's and 0's. One way we can get around this is by using the very first digit of each binary number to represent the sign: 0 for positive and 1 for negative. This is called 1's complement representation. 00010110 -> 0 0010110 -> positive 22 10010110 -> 1 0010110 -> negative 22 Using 1's complement representation we can represent the numbers -127 through 127 in a single byte (note that we can only go half as high as an unsigned number because half of the possible representations for that byte are being used for the negative numbers). However, there is a flaw with 1's complement: the representation of the number 0. 00000000 -> 0 0000000 -> zero 10000000 -> 1 0000000 -> negative zero? Because of this, we…JAVA A star pyramid is a 2D pyramid using asterisks “*”. Write a java program that takes an integer N as input from the keyboard and output a star pyramid of size N. Use nested for loops to solve this problem. Sample Input and output: Sample 1 Input: 5 Output: Sample 2 Input: 3 Output:Correct answer will be upvoted else Multiple Downvoted. Computer science. string a will be a substring of a string b if a can be obtained from b by erasure of several (conceivably, zero or all) characters from the start and several (perhaps, zero or all) characters from the end. For example, strings "a", "bc", "abc" are substrings of a string "abc", while strings "ac", "ba", "cba" are not. A string is a palindrome in the event that it reads the same from the passed on to the right and from the right to the left. For example, strings "abccba", "abbba", "aba", "abacaba", "a", and "bacab" are palindromes, while strings "abcbba", "abb", and "ab" are not. Presently Joe wants to track down any right string. Help him! It tends to be demonstrated that the answer always exists under the given constraints. Input Each test contains at least one experiments. The principal line contains the number of experiments t (1≤t≤10). The main line of each experiment contains two integers n and…
- Define "debugging" using your own words.Looking for assistance with this question: Whenever they zig, you gotta zag def is_zigzag(n): A positive integer n is a zigzag number (also called an “alternating number” in some combinatorics materials) if the series of differences between its consecutive digits read from left to right strictly alternates between positive and negative steps. The step from the 0irst digit to the second may be either positive or negative to start this dance. This function should determine whether its parameter n is a zigzag number. In the negative examples in the table below, the part of the number that violates the zigzag property is highlighted in red. n Expected result 7 True 25391 True 90817263545463728185 True 16329 False 104175101096715 False 49573912009 FalsePart 2: Binary Arithmetic One of the most common operations we perform on binary numbers (and all numbers) is addition. It can be cumbersome to convert your binary numbers to decimal just to add them and convert them back, so instead we will be learning how to add binary numbers directly. Binary addition works the same way as decimal addition, with the added restriction that each digit can only go up to 1. Let's consider the possibilities for adding the values of any 2 single digits together: 0 + 0 0 + 1 1 + 0 1 + 1 0 1 1 10 (remember that 10 in binary represents the number 2) In that last case, the result is larger than a single digit. When adding larger binary numbers, that means we have to carry the 1 over to the next column. This presents us with another new case: what happens if we have 1 + 1 + carried 1? In that case, the result is 11, which means that column's result is 1, and we carry 1 to the next column. Below is an example of adding two binary numbers that shows all…