JEE AdvancedMathematicsDifferential EquationsNumerical+4 / −1
Let be the solution of the differential equation satisfying . Then the value of is .
Numerical answer
More from Differential Equations
- Let be a continuously differentiable function on the interval such that and for each . Then, for all is equal…2024 · MCQ
- Let be a differentiable function such that and . Let denote the base of the natural logarithm. Then the value…2023 · MCQ
- For , let be a solution of the differential equation such that . Then the maximum value of the function is :2023 · Numerical
- If is the solution of the differential equation and the slope of the curve is never zero, then the value of is2022 · Numerical
- For , let the function be the solution of the differential equation Then, which of the following statements is/are TRUE ?2022 · Multiple correct
- Let denote a curve y = y(x) which is in the first quadrant and let the point (1, 0) lie on it. Let the tangent to I` at a point P intersect the y-axis at YP. If PYP has length 1 for each point P on I`, then which of the following…2019 · Multiple correct
- Let f : R R be a differentiable function with f(0) = 0. If y = f(x) satisfies the differential equation , then the value of is ...........2018 · Numerical
- If y = y(x) satisfies the differential equation dx, x > 0 and y(0) =, then y(256) =2017 · MCQ