The candy is categorized, by weight, into three different sizes.Q 3.2Determine the value of n.

The primary variable in candy making the determines the final products is ________________ of the sugar

Candy Distribution for StudentsIn a school, there is a row of  N students, each with their own academic rating. The teachers want to reward the students with candies, but they have specific rules:Minimum Candy Rule: Every student must receive at least one candy.Higher Rating, More Candies: Students with a higher academic rating should receive more candies than their neighbors.What is the minimum number of candies you must give?Input FormatThe first and only argument is an integer array A representing the rating of children.Output FormatReturn an integer representing the minimum candies to be given.Example InputsInput 1: A = [1, 2]Input 2: A = [1, 5, 2, 1]Example OutputsOutput 1: 3Output 2: 7Problem Constraints1 <= N <= 105-109 <= A[i] <= 109Write Your Code

A candy jar contains the following candies:  7 cherry, 3 lemon, 4 lime, 6 orange.  TWO (2) candies are drawn WITH REPLACEMENT.  Use this information to answer questions #1 - 3.1)  P(BOTH orange) =1 pointYour answer2)  P(cherry AND lime) =1 pointYour answer3)  P(lemon on the 2nd draw GIVEN THAT the first draw was orange) =1 pointYour answer

A company produces candy bags that each hold about   cubic inches of candy. Each bag is filled with any mixture of lollipop candies and gummy bear candies. When a bag contains only lollipop candies, then it has about   candies. When a bag contains only gummy bear candies, then it has about   candies. Given any candy bag produced by this company, which of the following equations could relate the approximate number of lollipop candies,  , in the bag and the approximate number of gummy bear candies,  , in the bag?

In a school, there is a row of  N students, each with their own academic rating. The teachers want to reward the students with candies, but they have specific rules:Minimum Candy Rule: Every student must receive at least one candy.Higher Rating, More Candies: Students with a higher academic rating should receive more candies than their neighbors.What is the minimum number of candies you must give?Input FormatThe first and only argument is an integer array A representing the rating of children.Output FormatReturn an integer representing the minimum candies to be given.Example InputsInput 1: A = [1, 2]Input 2: A = [1, 5, 2, 1]Example OutputsOutput 1: 3Output 2: 7Problem Constraints1 <= N <= 105-109 <= A[i] <= 109