IPMAT IndoreNumber System > MediumEntered answer:✅ Correct Answer: 20Related questions:IPMAT Indore 2019If ∣x∣<100|x| <100∣x∣<100 and ∣y∣<100|y| <100∣y∣<100, then the number of integer solutions of (x,y)(x, y)(x,y) satisfying the equation 4x+7y=34x + 7y = 34x+7y=3 isIPMAT Indore 2023Let [x][x][x] denote the greatest integer not exceeding xxx and {xxx} =x−[x]= x - [x]=x−[x] If nnn is a natural number, then the sum of all values of xxx satisfying the equation 2[x]=x+n2[x] = x + n2[x]=x+n{xxx} is