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what is the range of g(f(x)) ...
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The density of aluminium is 2.7 g/cm3. The length of the edge of the unit cell is found to be 321 pm. The unit cell lattice can be ...
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In a face centered (fcc) crystal lattice, edge length is 400 pm. The diameter of greatest sphere which can be fit into the interstitial void without distortion of lattice is ...
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Use the data below and answer Questions 5-7 f(x) = sin x x is Real g(x) = |x| if |x|>=1 = sin-1x if 0<x<1 = -sin-1x if -1<x<=0 Question: What is the range of f(g(x)) ...
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Which of the following is not true for a man's wealth. ...
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A mixture of NO2 and N2O4 has a vapour density of 28.75 at 300K. The mass % of N2O4 in the mixture is ...
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What can you say about L2 and M2? ...
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Two closed vessels of equal volumes containing air at pressure P and temperature T are connected through a narrow tube. If the temperature maintained in the vessels be 2T and 3T, then the pressure in the vessels is ...
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P1 = ...
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What transition in the hydrogen spectrum would have the same wavelength as the transition n=8 to n=4 of He+ spectrum? ...
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Comprehension Type (Question 1-3) Given the following limits answer the questions that follow: L1 = lim ( {x} + {2x} + {3x} .............. + {nx} ) n→∞ n(n+1) L2 = lim ( [x] + [2x] + [3x] .............. + [nx] ) n ...
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Straight Objective type Volume of 0.2M KMnO4(in acidic solution) required to oxidise 10 ml of 0.2M H2O2 solution is ...
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Find the time period of the system performing a SHM............ The informations are given in figure. *Image* ...
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There is mixture of Cu(II) chloride and Fe(II) sulphate. The best way to separate the metal ions from this mixture in qualitative analysis is by treating it with : ...
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Which of the following statement is incorrect? ...
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y=tan-1[√1+x2 + √1-x2 /√1+x2 - √1-x2], then dy/dx=? ...
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We have a polynomial of degree 3 (f(x) = x3+bx2+cx + d) such that f(1) = 1 , f(2) = 2, f(3) =3. let R = -(di + d/2j + d/3k) represents a vector in 3-D space, then find |R| ...
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if A = i -3j + 4k , B = 6i + 4j - 8k , C=5i + 2j + 5k and a vector R satisfies RXB = CXB, R.A = 0 , then |B|/|R-C| is ...
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Let a point R lies on the plane x - y + z = 3 and P be the point(1,1,1). A point Q lies on PR such that PQ2 + PR2 = k (constant), the the equation of LOCUS of Q is ...
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The shortest distance between the edges AB and ED is equal to ...
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A rectangle ABCD of dimensions r and 2r is folded along the giagnal BD such that the plane BCD stands upright on the diagnal BD. Let the position of the vertex A remains unchanged and E be the new position of C Answer the nex ...
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which of the following possess the highest bond energy? ...
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which of the following statements is correct:- ...
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an inorganic compound (x)gives brick red flame on performing the flame test.it also gives da following tests:- -smell of chlorine when placed in moist air -if kI and CH3COOH are added to its suspension in H2O,a brown colour ( ...
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Numbers 1,2,3,...100 are written down on each of the cards A,B & C. One number is selected at random from each of these cards. The probability that the numbers so selected can be the measures (in cm) of three sides of a right ...
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Let n be a positive integer with f(n) = 1! + 2! + 3! +........n! and R(x) and Q(x) be polynomials in x such that f(n+2)= R(n)f(n+1) + Q(n)f(n) for all n≥1. Now let P(x) = - Q(x)/R(x) (for all x ≥ 1) denotes th ...
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The number of ordered pairs of non-negative integers {a,b} having sum 7596 without any carries is equal to ...
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oxidation state of Cr in chromium pentaoxide is ...
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The strongest acid out of the list given below is(choose on the basis of first dissociation constant) ...
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Aqueous solution of PH3 forms a ...