JEE MainMathematicsDifferential EquationsNumerical+4 / −1
Let the tangent at any point P on a curve passing through the points (1, 1) and , intersect positive -axis and -axis at the points A and B respectively. If and is the solution of the differential equation , then is equal to .
Numerical answer
More from Differential Equations
- Let be a solution curve of the differential equation. . If the line intersects the curve at and the line intersects the curve at , then a…2023 · MCQ
- Let be the solution of the differential equation . If , then is equal to :2023 · MCQ
- Let , be a solution curve of the differential equation . If and , then2023 · MCQ
- Let and be the solution curves of the differential equation with initial conditions and respectively. Then the curves and intersect at2023 · MCQ
- If is the solution of the differential equation such that …2023 · Numerical
- Let be the solution of the differential equation with . Then is equal to :2023 · MCQ
- Let be the solution of the differential equation . Then y (1) is equal to2023 · MCQ
- Let be the solution of the differential equation . Then is equal to2023 · MCQ