Order and Degree of Differential Equation
Differential Equation

87109 The differential equation of all conics whose center is lie at the origin is of order

1 2
2 3
3 4
4 None of these
Differential Equation

87111 Order and degree of the differential equation
d2ydx2={y+(dydx)2}14 are

1 4 and 2
2 1 and 2
3 1 and 4
4 2 and 4
Differential Equation

87112 The order and degree of the differential
equation y=dydxx+a2(dydx)2+b2 is

1 3,1
2 1,3
3 2,1
4 1,2
Differential Equation

87108 Find the order and degree of the differential equation
(d4ydx4)3/55d3ydx3+6d2ydx28dydx+5=0

1 4,3
2 3,4
3 4,5
4 5,4
Differential Equation

87109 The differential equation of all conics whose center is lie at the origin is of order

1 2
2 3
3 4
4 None of these
Differential Equation

87111 Order and degree of the differential equation
d2ydx2={y+(dydx)2}14 are

1 4 and 2
2 1 and 2
3 1 and 4
4 2 and 4
Differential Equation

87112 The order and degree of the differential
equation y=dydxx+a2(dydx)2+b2 is

1 3,1
2 1,3
3 2,1
4 1,2
Differential Equation

87108 Find the order and degree of the differential equation
(d4ydx4)3/55d3ydx3+6d2ydx28dydx+5=0

1 4,3
2 3,4
3 4,5
4 5,4
Differential Equation

87109 The differential equation of all conics whose center is lie at the origin is of order

1 2
2 3
3 4
4 None of these
Differential Equation

87111 Order and degree of the differential equation
d2ydx2={y+(dydx)2}14 are

1 4 and 2
2 1 and 2
3 1 and 4
4 2 and 4
Differential Equation

87112 The order and degree of the differential
equation y=dydxx+a2(dydx)2+b2 is

1 3,1
2 1,3
3 2,1
4 1,2
Differential Equation

87108 Find the order and degree of the differential equation
(d4ydx4)3/55d3ydx3+6d2ydx28dydx+5=0

1 4,3
2 3,4
3 4,5
4 5,4
Differential Equation

87109 The differential equation of all conics whose center is lie at the origin is of order

1 2
2 3
3 4
4 None of these
Differential Equation

87111 Order and degree of the differential equation
d2ydx2={y+(dydx)2}14 are

1 4 and 2
2 1 and 2
3 1 and 4
4 2 and 4
Differential Equation

87112 The order and degree of the differential
equation y=dydxx+a2(dydx)2+b2 is

1 3,1
2 1,3
3 2,1
4 1,2