83401. No law made by the Parliament and having extra-territorial operation will be deemed
83402. A legislative Bill which contains only provision dealing with giving of a guarantee by the Government of India is
83403. The total number of Ministers including the Prime Minister in the Council of Ministers should be not exceed ------------percent of the total members of the House of the People.
83404. The maximum amount of fine that can be imposed on the respondent who violates a protection order issued under the Protection of Women from Domestic Violence Act is
83405. National Parks are notified under
83406. The minimum age of donor of human organ is
83407. Under the Right to Education Act,’elementary education’means education from first class to
83408. Under the Right to Information Act,disclosure of an information on an incident concerning the economic interest of the State
83409. The area of a triangle is equal to that of a square whose side measures 60 m.The side of the triangle whose corresponding altitude is 90 m is
83410. The height of an arc of a circle is 10 cm and its diameter is 5 cm.The chord of the arc is of length
83411. A sphere of radius 4 cm is carved from a homogeneous sphere of radius 8 cm and mass 160 g.The mass of the smaller sphere is
83412. A pendulum swings through an angle of 300and describes an arc 8 cm in length.The length of the pendulum is(Use Pie=22/7)
83413. A solid cube is cut into two cuboids of equal volumes.The ratio of the total surface area of the given cube to that of one of the cuboids is
83414. 21000000mod 7 is
83415. When x5+x4+5x2-3 is divided by x+2,the remainder is
83416. A tree with 7 vertices has---------edges.
83417. The number of distinct spanning tress of K4 is
83418. If the identity element e?S exists in a semigroup(S,?),then it is a
83419. The number of generators of(Z24,+)is
83420. A Sylow 3-subgroup of a group of order 12 has order
83421. Let Q be the field of rational numbers and z2 is a field modulo Then the polynomial f(x)=x3-9x2+9x+3 is
83422. If V is a vector space with dim V=n,then the dimension of the hyperspace of V is
83423. Let V be a vector space of all 2 x 2 matrices over R.Let T be the linear mapping T:v->v such that T(A)=AB-BA where B=[2 1[First row]0 3[Second row]].Then the nullify of T is
83424. Banach space is a
83425. Who is called the "Second Ashoka"?
83426. Banach space is a Hilbert space if
83427. If T is a bounded linear operator on a Hilbert space H,which of the following is not true?
83428. If S is a non-empty set of real numbers,then
83429. Every infinite set has
83430. A real valued function f has discontinuity of the second kind at x=a if
83431. Every open set of real numbers is the union of
83432. A set E is nowhere dense if
83433. lim/z->0 z(bar)/z is
83434. The image of the unit circle |z|=1 under the transformation w=2 z+z2 is
83435. If X is any set,T is a collection of all subsets of X then(X,T)is
83436. Let X and Y are topological spaces.The function f is a homemorphism if
83437. Every compact subset of a Hausdorff space is
83438. The order and degree of the differential equation d/dx(d2y/dx2)4=0 is
83439. The value of Wronskian W(x,x2,x3)is
83440. The orthogonal trajectory of the family of curves x2-y2=k is given by
83441. Stirling’s formula is the ---------of Gauss’ forward and backward formulae.
83442. The minimizing curve must satisfy a differential equation called
83443. A solid figure of revolution,for a given surface area,has maximum volume is in the case of
83444. A rigid body moving in space with one point fixed has degree of freedom
83445. Using Fourier series,representing x in the interval [-pie,pie],the sum of the series 1-1/3+1/5-1/7+……is
83446. The only idempotent t-conorm is
83447. Using fuzzy arithmetic operations on intervals[4,10]/[1,2]is
83448. Let X be a non-empty compact Hausdorff space.If every point of ?? is a limit point of X,then
83449. The oldest incriptions deciphered so far are those :?