In python -Once upon a time in the Land of Apples, John had three apples, Mary had five apples, and Adam had six apples. -Create the variables: juan, maria, and adan. -Assign values to variables. The value must be equal to the number of apples that each person had. -Once the numbers are stored in the variables, print the variables on one line, and separate each one with a comma. -Then a new variable called totalApples must be created and must be equal to the sum of the previous three variables.
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In python
-Once upon a time in the Land of Apples, John had three apples, Mary had five apples, and Adam had six apples.
-Create the variables: juan, maria, and adan.
-Assign values to variables. The value must be equal to the number of apples that each person had.
-Once the numbers are stored in the variables, print the variables on one line, and separate each one with a comma.
-Then a new variable called totalApples must be created and must be equal to the sum of the previous three variables.
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- java You must print the number declared double x; on the screen. With which of the following options do you know that a number in the range -9999.99999 to 9999.99999 is printed with exactly 4 decimals and that all numbers in the number are displayed? Choose an alternative: a.System.out.format ("%. 4f", x); b.System.out.format ("% 4.1f", x); c.System.out.format ("% b", x); d.System.out.format ("% s", x); e.System.out.format ("% d", x);Q1) Write a password changer program in Python. Be creative with how you change passwords - strong passwords have a mix of lowercase letters, uppercase letters, numbers, and symbols with minimum length 5. The program should check whether the previous password entered by user is correct or not. Check the length of new password also The left question in the photoIn python. Include docstring. Please follow requirements as listed below. Thanks. You are given a puzzle consisting of a row of squares that contain nonnegative integers, with a zero in the rightmost square. Keep in mind that it's possible for other squares to contain a zero. You have a token that starts on the leftmost square. On each turn, the token can shift left or right a number of squares exactly equal to the value in its current square, but is not allowed to move off either end. For example, if the row of squares contains these values: [2, 4, 5, 3, 1, 3, 1, 4, 0], then on the first turn the only legal move is to shift right two squares, because the starting square contains a 2, and the token can't move off the left end. The goal is to get the token to the rightmost square (that contains zero). This row has a solution (more than one), but not all rows do. If we start with the row [1, 3, 2, 1, 3, 4, 0], then there is no way for the token to reach the rightmost square. Write a…
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