# Given an array a of n integers and q queries each query is of the form of l and r

**an array**(arr),

**an array**of

**queries**(

**queries**), sizeOfArray (

**n**), sizeOfQueriesArray (2*

**q**) and return the

**array**of size

**q**which has the answer for all the

**queries**. The driver code takes care of the printing. Expected Time Complexity: O(

**q**+

**n**). Expected Auxiliary Space: O(

**n**). Constraints:.

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**given**

**an array**a consisting of positive

**integers**

**and q**

**queries**to this

**array**. There are two types of

**queries**: 1

**l**

**r**x — for

**each**index i such that

**l**≤ i ≤

**r**set ai = x. 2

**l**

**r**— find the minimum among such ai that

**l**≤ i ≤

**r**. We decided that this problem is too easy. So the

**array**a is

**given**in a compressed

**form**: there is an ....

**an Array**using Functions. This reverse

**array**program allows the user to enter the size and the elements. Next, this program will reverse the

**given array**elements using Functions..

**Given an array**, of size , reverse it. Example: If

**array**, , after reversing it, the

**array**should be, . Input Format The first line contains an.

## working in it

**array**1 0 1 0 1, and three

**queries**of the

**form**

**l**,

**r**, x: 1 2 1 3 5 3 1 5 2 I'd have to add 1 to values in the

**array**from index 1 to index 2, then 3 from index 3 to index 5, then 2 from index 1 to index 5. The final

**array**would be 4 3 6 5 6. How would this be done efficiently? I tried simply iterating over the values .... 1 day ago · For example, if I had the

**array**1 0 1 0 1, and three

**queries**of the

**form**

**l**,

**r**, x: 1 2 1 3 5 3 1 5 2 I'd have to add 1 to values in the

**array**from index 1 to index 2, then 3 from index 3 to index 5, then 2 from index 1 to index 5. The final

**array**would be 4 3 6 5 6. How would this be done efficiently? I tried simply iterating over the values ....

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**Queries**.

**Given**an

**array**nums of

**n**elements

**and q queries**.

**Each query**consists of two

**integers l and r**. You task is to find the number of elements of nums [] in range [

**l**,

**r**] which.