Solve: √(a + b) + √(a - b) = 4 | a² – b² = 9 | Algebra Problem Explained #maths #shorts

In this video, we solve a unique algebra problem involving square roots and identities: \sqrt{a + b} + \sqrt{a - b} = 4 \quad \text{and} \quad a^2 - b^2 = 9 Watch step-by-step as we: • Use substitution and identities • Simplify square roots • Apply a^2 - b^2 = (a + b)(a - b) • Find the exact value of a This problem is perfect for: • Algebra practice • SAT & ACT Math preparation • JEE & Math Olympiad students Subscribe to JijaAcademy for daily math problem-solving videos and smart exam tips! algebra problem solving, square root equations, SAT math prep, JEE algebra tricks, ACT math challenge, a² minus b² problems, algebraic identities, competitive math questions, JijaAcademy, solve with square roots, tricky algebra questions #AlgebraProblem #SquareRootEquations #SATMath #ACTMath #JEEAlgebra #MathOlympiad #MathTricks #AlgebraIdentities #CompetitiveMath #JijaAcademy #SolveWithMe #HighSchoolMath #ExamMathPrep #AdvancedAlgebra #MathShorts