Problem Solving | Logarithms | IIT Roorkee 1996

In this video, we tackle a classic logarithm problem from IIT Roorkee (1996). Perfect for sharpening your algebraic manipulation and log concepts, this question is a great practice for competitive exams like JEE. If the sum of all integral solution(s) of the equations \math-container{\log{}\index{100}\left|x+y\right|=\frac{1|2}} and \math-container{\log{}\index{10}y-\log{}\index{10}\left|x\right|=\log{}\index{100}4} is \math-container{k}, then \math-container{0.5×\left|k\right|} is __ Source: RRK 1996 #Logarithms #IITRoorkee #JEEPreparation #MathsProblem #Algebra #CompetitiveExams #ProblemSolving #JEEAdvanced #MathsTips #StudySmart