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Popular Questions
- If y = (sin^ -1 x)^2, then (1 - x^2) d^2y/dx^2 - x dy/ dx is equal to
- The value of log 2 20 . log2 80 - log2 5 . log2 320 is
- The approximate value of ^3 root 28 is
- the least value of the expression 2 long 10 x - long x (0.01), for
- A spherical balloon is filed with 4500 pie cubic meters of helium gas.
- The number of digits in 20 ^301
- The second order differential equation is
- The differential equation of displacement of all "Simple harmonic motions" of given period
- at present, a firm is manufacturing 2000 items. it is estimated that the rate
- If log3 2, log3 (2^x -5) and log3 (2^x - 7/2) are in AP, then x is equal to
- Let . denote the greatest integer function then the
- Family y = Ax +A3 of curve represented by the differential equation of degree
- If - pie / < x < 3pie /2, then the value of
- The differential equation of all parabolas whose axes are parallel to y-axis is
- The order and degree of the differential equation is as given follows
- The differential equation of all circles of radius a is of order
- The elimination of the arbitrary constants A, B and C from
- The differential equation corresponding to primitive
- A differential equation of first order and first degree is
- The order and degree of the differential equation
- The order and degree of the differential equation Equation is given below
- The differential equation for all the straight lines which are at a unit distance from the origin is
- If m and n are order and degree of the differential equation
- The order and degree of the differential equation is given below
- Which of the following differential equations has the same order and degree
- The Differential equation of the family of curves
- If log5 log5 log2 x = 0, then the value of x is
- The derivative of cos^3 x with respect to sin^3 x is
- The order of the differential equation whose solution is
- The differential equation of the family of circles passing through
- The sequence
- The order of the differential equation of all circle of radius R, having centre on y-axis and passing through the origin is
- The degree and order of the differential equation y = as given follows
- The degree of the equation
- Solution of the equation
- if l, m, n, are real, l m, then the roots by the equation
- the solution to the differential equation
- if log x/a -b = log y / b-c = log z / c - a, then xyz is equal to
- the degree of the differential equations
- root 12 - root + 68 + 48 root 2 is equal to
