question 1 of 10
Degree of the differential equation is the
the power of the highest order of the differential equation
A
the power of the lowest order of the differential equation
B
the highest order of the differential equation
C
None of the other options
D
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question 2 of 10
The angle of intersection between two curves is
always more than 90 degrees.
A
always less than 90 degrees
B
angle between the normals to the curve at the point of intersection
C
the angle between the tangents to the curve at the point of intersection
D
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question 3 of 10
If A and B are independent events , Pick the incorrect statement
P( A ∩ B) = P(A)+P(B)
A
P( A ∩ B) = P(A).P(B)
B
P( B/A) = P(A).P(F)
C
P(A/B) =P( A)
D
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question 4 of 10
`Tan ^-1 (1) + cos ^-1( -1/2) =`
(13∏)/6
A
(13∏)/4
B
(12∏)/11
C
(11∏)/12
D
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question 5 of 10
f o g is
always equal to g o f
A
None of the other options
B
may or may not be equal to g o f
C
not equal to g o f
D
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question 6 of 10
Linear programming is used to
optimise a fuction
A
Minimise a function
B
Create a function
C
Maximise a function
D
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question 7 of 10
On converting a vector into unit vector
the magnitude of the vector will become zero
A
None of the other options
B
the direction alone will be extracted
C
the vector will become a scalar
D
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question 8 of 10
Constant of integration will not be used for
Definite integrals
A
Can't Say
B
Indefinite integrals
C
Both definite and indefinite integrals
D
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question 9 of 10
`(x/a) + (y/b) + (z/c) = 1` . This is
the equation of a plane with points a,b,c on the plane
A
the equation of a line with points a,b,c on the line..
B
the equation of a plane with intercepts a,b,c on x,y and z axes respectively..
C
the equation of a line with intercepts a,b,c on x,y and z axes rspectively..
D
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question 10 of 10
`|A|^3 = |A^3|.` The given equation is
FALSE
A
TRUE
B
cant say
C
None of the other options
D
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