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TS EAMCET 2016

Browse the complete Chemistry, Mathematics, and Physics question set from the TS EAMCET 2016 paper, question by question. Each question shows a quick preview so you can jump straight to the topic or subject you want to revise. Click through to attempt the full question in practice mode, or head back to the paper-wise list to download the entire paper as a PDF.

This paper has 160 questions in total - 81 easy (51%), 57 moderate (36%) and 22 tough (14%). That's an easier-than-usual mix for this exam - aim to clear it quickly and save time for the harder papers. By subject: Chemistry 48% easy, 38% moderate, 15% tough; Mathematics 54% easy, 35% moderate, 11% tough; Physics 48% easy, 35% moderate, 18% tough.

Chemistry questions were spread across 28 chapters, with Structure of Atom (4), Chemical Bonding and Molecular Structure (3), and Hydrocarbons (3) carrying the most weight. Mathematics questions were spread across 29 chapters, with Circle (5), Probability (5), and Quadratic Equation (5) carrying the most weight. Physics questions were spread across 26 chapters, with Magnetic Effects of Current (3), Ray Optics (3), and Work Power Energy (3) carrying the most weight.

Chemistry

  1. 1Assertion (A) Atoms with completely filled and half-filled subshells are stable. Reason (R) Completely filled and half-filled subshells have2016Electronic configuration
  2. 2The element with the electronic configuration is2016Electronic configuration
  3. 3Among the following, the isoelectronic specie (s) is/are (i) (ii) (iii)2016Atomic Mass and Atomic Size
  4. 4What is the atomic number of the element with symbol Uus?2016Modern periodic table
  5. 5Preview not available - open to view this question.2016Hybridisation and VSEPR Theory
  6. 6The order of covalent character of KF, KI, is2016Polarization
  7. 7If the kinetic energy in , of (molar mass ) at is , the kinetic energy in , of (molar mass ) at the same temperature is2016Kinetic theory of gases
  8. 8The given figure shows the Maxwell distribution of molecular speeds of a gas at three different temperatures and . The correct order of temp2016Kinetic theory of gases
  9. 9In Haber's process, of ( ) and of (g) are mixed to produce . What is the number of moles of formed?2016Quantitative measures in chemical equations
  10. 10The following reaction occurs in acidic medium What is the equivalent weight of ? (Molecular weight of )2016Equivalence concept
  11. 11Given that ; , the standard molar enthalpy of formation in of is2016Laws of Thermochemistry and Enthalpy Change
  12. 12Which one of the following is correct?2016Law of Mass Action, Equilibrium Constant (Kc and Kp) and its Application
  13. 13of an aqueous solution of is2016PH of solutions
  14. 14What is the change in the oxidation state of in the reaction of with in acidic medium?2016Compounds of Transition Metals
  15. 15Which one of the following will not give flame test?2016Preliminary Tests
  16. 16Which one of the following forms a basic oxide?2016Periodic properties
  17. 17The gas produced by the passage of air over hot coke is2016Carbon and Its Compounds
  18. 18In environmental chemistry, the medium which is affected by a pollutant is called as the2016Environmental Pollution and pollutants
  19. 19The hybridisation of each carbon in the following compound respectively is2016Hybridisation and VSEPR Theory
  20. 20The product of the following reaction is2016Reactions of alkynes
  21. 21Identify and in the following reaction sequence2016Properties and Preparation of Alkynes
  22. 22The packing efficiency of simple cubic (sc), body centred cubic (bcc) and cubic close packing (ccp) lattices follow the order2016Cubic system
  23. 23The experimental depression in freezing point of a dilute solution is . If the van't Hoff factor (i) is 2.0 , the calculated depression in f2016Colligative Properties and Abnormal Molecular Masses
  24. 24The molality of an aqueous dilute solution containing non-volatile solute is . What is the boiling temperature (in of solution? (Boiling poi2016Colligative Properties and Abnormal Molecular Masses
  25. 25Which one of the following is correct plot of in ) and (in ) for KCl solution?2016Conductance and Conductivity
  26. 26For the reaction2016Rate of reaction
  27. 27Which one of the following is an emulsion?2016Emulsions and Gels
  28. 28Copper matte contains2016Compounds of Transition Metals
  29. 29reacts with dilute nitric acid to form 'laughing gas'. What is ?2016Nitrogen and Its Compounds
  30. 30Xenon reacts with fluorine at and 7 bar to form . In this reaction, the ratio of xenon and fluorine required is2016Noble Gases
  31. 31Which of the following metal ions has a calculated magnetic moment value of ?2016Quantum mechanical model
  32. 32Which one of the following does not exhibit geometrical isomerism?2016Isomerism of coordination compounds
  33. 33The poly dispersity index (PDI) of a polymer is ( weight average molecular mass and number average molecular mass)2016Classification of Polymers
  34. 34Hormone that maintains the blood glucose level within the limit is2016Nucleic Acids
  35. 35Chloroxylenol is an example of2016Drugs and It's Classification
  36. 36Which one of the following has highest boiling point?2016Properties and Preparation of Alkanes
  37. 37Aspirin Identify and from the following2016Reactions of Alcohols
  38. 38What is the name of the above reaction?2016Method of preparation for Aldehydes
  39. 39Consider the following reactions,2016Preparation and Properties of Acid Derivatives
  40. 40Which is the strongest base among the following?2016Preparation and Properties of Amines

Mathematics

  1. 1If , then the set of values of satisfying is2016Domain
  2. 2The number of real linear functions satisfying is2016Number of Solutions
  3. 3The remainder when is divided by 36 , is2016Remainder and Divisibility Problems
  4. 4Consider the system of equations where are real numbers such that . Then, the system2016System of Linear Equations
  5. 5Suppose and are two square matrices of same order. If and are symmetric matrix, then is2016Symmetric & Skew Symmetric Matrices
  6. 6If , then is equal to2016Differentiation and Integration of Determinants
  7. 7If is a complex number such that , then the value of is equal to2016Algebra of complex numbers
  8. 8The locus of satisfying is2016Geometry of Complex Number
  9. 9If the point lies on a circle with centre at origin and radius , then is equal to2016Geometry of Complex Number
  10. 10The minimum value of is2016Geometry of Complex Number
  11. 11The number of real roots of is2016Relation between Roots and Coefficients
  12. 12If are the roots of , then the quadratic equation whose roots are , is2016Relation between Roots and Coefficients
  13. 13If are roots of , then is equal to2016N degree equation
  14. 14Suppose are roots of . If is a cubic polynomial equation whose roots are , then is equal to2016N degree equation
  15. 15The number of 4 letter words that can be formed with the letters in the word EQUATION with atleast one letter repeated is2016Permutation
  16. 16The number of divisors of is2016Factorial
  17. 17The sum of the series is2016Sum of Series
  18. 18If denotes the binomial coefficient , then is equal to2016Sum of Series
  19. 19If , then is equal to2016Identical Functions
  20. 20If , then is equal to2016Solving Trigonometric Equation
  21. 21is equal to2016Solving Trigonometric Equation
  22. 22If and , then is equal to2016Solving Trigonometric Equation
  23. 23If , then the number of values of for which is2016Basic
  24. 24The value of which satisfies is2016Converting one Inverse T function to other Inverse T
  25. 25Fог , is equal to2016Converting one Inverse T function to other Inverse T
  26. 26If is such that , then is equal to2016Sine Rule and its application
  27. 27In , if , then the triangle is a/an2016Sine Rule and its application
  28. 28In , if , then is equal to2016Napiers Analogy, Area of Triangle & Half angle Formulae
  29. 29is a regular hexagon whose centre is O. Then, is equal to2016Circle and Polygon
  30. 30is a parallelogram and is the mid-point of the side . The line meets the diagonal in . Then, the ratio of is equal to2016Basics of point in 3 dimension
  31. 31The vectors and2016Algebra of Vectors
  32. 32and are three vectors such that and are perpendicular. If projection of on is the same as the projection of on , then is equal to2016Product of 2 vectors
  33. 33If are unit vectors satisfying the relation , then the angle between and is2016Product of 2 vectors
  34. 34is perpendicular to both and . The angle between and is . If , , then is equal to2016Product of 2 vectors
  35. 35If the average of the first numbers in the sequence , is 125 , then is equal to2016Means
  36. 36The standard deviation of is2016Measures of Dispersion
  37. 37Two events and are such that and . Consider the following statements : (I) (II) and are mutually exclusive (III) Then,2016Baye's Theorem
  38. 38A five digit number is formed by the digits 1 , with no digit being repeated. The probability that the number is divisible by 4 , is2016Classical Definition of Probability
  39. 39When a pair of six faced fair dice are thrown, the probability that the sum of the numbers on the two dice is greater than 7 , is2016Classical Definition of Probability
  40. 40In a family with 4 children, the probability that there are atleast two girls, is2016Classical Definition of Probability
  41. 41On an average nine out of 10 ships that have departed at reach safely. The probability that out of five ships that have departed at atleast 2016Bernoulli Trial and Binomial Distribution
  42. 42If and are points in a plane, then the set of all points in the plane such that is2016Basics of point in 3 dimension
  43. 43If the axes are rotated anticlockwise through an angle , then the equation is changed to the equation2016Reflection property
  44. 44The combined equation of the straight lines of the form (where is an integer) such that the point of intersection of each with the line has 2016point of intersection of pair of straight lines
  45. 45A value of such that the straight lines and are perpendicular is2016Angle between lines
  46. 46The length of the segment of the straight line passing through and cut off by the coordinate axes is2016Coordinate System
  47. 47The equation of the pair of straight lines through the point and perpendicular to the pair of straight lines is2016homogeneous equation of second degree
  48. 48The combined equation of the three sides of a triangle is . If the point lies in the interior of this triangle, then2016Position of a point
  49. 49The point where the line touches the circle is2016Tangent to circle
  50. 50The normal to the circle given by at meets the circle again at the point2016Tangent to circle
  51. 51For all real values of , the polar of the point (2k,k-4) with respect to passes through the point2016Pole and Polar
  52. 52If the circles and are orthogonal, then is equal to2016Intersection of Circles
  53. 53The radical centre of the circles and is2016Radical axis and centre
  54. 54From a point three normals are drawn to the parabola . Then,2016Normal to Parabola
  55. 55The points of intersection of the parabolas and lie on the line2016standard equation of parabola
  56. 56For the ellipse given by , match the equations of the lines given in List I with those on the List II.2016Equation of Ellipse
  57. 57If and are the foci of the ellipse and if is a focal chord with , then is equal to2016Equation of Ellipse
  58. 58Let and where , be two points on the hyperbola . If is the point of intersection of normals to the hyperbola at and , then is equal to2016Normal to hyperbola
  59. 59Points and are given. The ratio in which divides is2016Basics of point in 3 dimension
  60. 60If the angle between the lines whose direction cosines are and is , then the value of is2016Direction Cosines and Direction Ratios
  61. 61The image of the point with respect to the plane is2016Plane in Space
  62. 62is equal to2016Exponential and logarithmic limits
  63. 63The values of and so that the function is continuous at , are2016Continuity
  64. 64If , then is equal to2016Differentiation of Inverse Trigonometric Functions
  65. 65is equal to2016Differentiation of composite functions
  66. 66If , then is equal to2016Higher order derivatives
  67. 67The length of the segment of the tangent line to the curve , at any point on the curve cut off by the coordinate axes is2016Tangent Normal
  68. 68The area of the triangle formed by the positive -axis, the tangent and normal to the curve at the point is2016Area bounded by Miscellaneous Curves
  69. 69Define . Then, is2016Monotonicity
  70. 70The smallest value of the constant for which for all , is2016Relation between Roots and Coefficients
  71. 71is equal to2016Integration by Substitution
  72. 72is equal to2016Integration by Parts
  73. 73is equal to2016Miscellaneous Forms
  74. 74is equal to2016Integration using Partial Fraction
  75. 75is equal to2016Definite Integration by Substitution
  76. 76is equal to2016Definite Integration by Substitution
  77. 77If the area bounded by the curves and is 3 sq units, then the value of is2016Area bounded by two curves
  78. 78Let , then the differential equation of the family of curves , where are arbitrary constants, is2016Formation of Differential Equation
  79. 79The solution of the differential equation , satisfying the condition is2016Homogeneous DE
  80. 80The solution of the differential equation is2016Linear Differential Equation

Physics

  1. 1Electron microscope is based on the principle of2016Davison and Germer Experiment
  2. 2Force is given by the expression, , where is displacement and is time. The dimension of is same as that of2016Dimensions
  3. 3A car accelerates from rest with on a straight line path and then comes to rest after applying brakes. Total distance travelled by the car i2016Uniform Motion
  4. 4A body is falling freely from a point at a certain height from the ground and passes through points and (vertically as shown below) so that 2016Uniform Motion
  5. 5A particle moves from to the point , when a force acts on it. Amount of work done in joules is2016Work done
  6. 6A particle is projected with velocity and at an angle to the horizontal so that it just clears two walls of equal height which are at a dist2016Projectile motion
  7. 7A body of mass is moving on a rough horizontal plane. A block of mass is connected to the mass by a string of negligible mass through a smoo2016Equilibrium of Forces
  8. 8Two masses and are placed on a smooth horizontal surface and are connected by a string of negligible mass. A horizontal force is applied on 2016Equilibrium of Forces
  9. 9A body of mass moving with a velocity collides with another body of mass moving with a velocity . The two bodies stick together after collis2016Collisions
  10. 10A simple pendulwm of length carries a bob of mass . When the bob is at its lowest position, it is given that the minimum horizontal speed ne2016Energy
  11. 11A system of two particles is having masses and . If the particle of mass is pushed towards the centre of mass of particles through a distanc2016Centre of mass of discrete particles
  12. 12A thin wiform circular disc of mass and radius is rotating in a horizontal plane about an axis passing through its centre and perpendicular 2016Angular momentum and Angular impulse
  13. 13solution is poured into a glass U-tube as shown in the figure below. The tube's inner diameter is and the solution oscillates freely up and 2016Time Period and Frequency
  14. 14The bodies of masses and are held at a distance of . The gravitational field at a point on the line joining them is zero. The gravitational 2016Gravitational potential and Potential Energy
  15. 15An elastic spring of wnstretched length and force constant is stretched by a small length . It is further stretched by another small length 2016Energy
  16. 16A soap bubble of radius is formed inside another soap bubble of radius . The radius of an another soap bubble which has the same pressure di2016Surface tension
  17. 17A slab of stone of area and thickness is exposed on the lower surface to steam at . A block of ice at rests on upper surface of the slab. In2016Conduction
  18. 18The surface of a black body is at a temperature and its cross-section is . Heat radiated from this surface in one minute in joules is (Stefa2016Radiation
  19. 19Two moles of a gas is expanded to double its volume by two different processes. One is isobaric and the other is isothermal. If and are the 2016Thermodynamic Processes
  20. 20Uranium has two isotopes of masses 235 and 238 wits. If both of them are present in wranium hexafluoride gas, find the percentage ratio of d2016Speed of Gas
  21. 21A source of frequency is kept above a vertical cylindrical tube closed at lower end. The length of the tube is . Water is slowly powred in j2016Organ Pipe (Vibration of Air Column)
  22. 22A thin convex lens of focal length made of crown glass is immersed in a liquid of refractive index , where is the refractive index of the cr2016Lens Formula, Refraction of light from curved surface
  23. 23Two convex lenses of focal lengths and form images with magnification and , when used individually for an object kept at the same distance f2016Lens Formula, Refraction of light from curved surface
  24. 24With the help of a telescope that has an objective of diameter , it is proved that light of wavelengths of the order of coming from a star c2016Optical Instruments
  25. 25Two charged identical metal spheres and repel each other with a force of . Another identical wncharged sphere is touched with sphere and the2016Electric Charge and Coulomb's law
  26. 26The electrostatic potential inside a charged sphere is given as , where is the distance from the centre of the sphere, and are constants. Th2016Electric Potential and Potential Energy
  27. 27Three unequal resistances are connected in parallel. Two of these resistances are in the ratio 1:2. The equivalent resistance of these three2016Combination of Resistances
  28. 28Two electric resistors have equal values of resistance . Each can be operated with a power of 320 watts ( ) at 220 volts. If the two resisto2016Electric Power and Heating Effect of Current
  29. 29A current of is flowing along the sides of an equilateral triangle of side . The magnetic field at the centroid of the triangle is2016Magnetic Field
  30. 30A charged particle charge ; mass is rotating in a circle of radius with uniform speed . Ratio of its magnetic moment to the angular momentum2016Motion of Charged Particle in Magnetic Field
  31. 31Two small magnets have their masses and lengths in the ratio 1:2. The maximum torques experienced by them in a uniform magnetic field are th2016Magnetism and Properties of Magnet
  32. 32Two coils have mutual inductance . The current changes in the first coil according to equation , where and . The maximum value of induced em2016Self and Mutual Inductance
  33. 33A capacitance of and an inductance of and a resistance of are connected in series with an AC voltage source of . The phase angle of the circ2016Alternating Current, Voltage and Power
  34. 34Two equations are given below: A. B. They are2016Biot-Savart’s Law and Ampere’s Circuital Law
  35. 35A charged particle is accelerated from rest through a certain potential difference. The de-Broglie wavelength is when it is accelerated thro2016Matter Waves
  36. 36If the first line of Lyman series has a wavelength , the first line of Balmer series is approximately2016Bohr's Atomic Model
  37. 37A certain radioactive element disintegrates with a decay constant of . At a given instant of time, if the activity of the sample is equal to2016Radioactivity
  38. 38The change in current through a junction diode is when the forward bias voltage is changed by . The dynamic resistance is2016Diodes
  39. 39A semiconductor has equal electron and hole concentration of . On doping with a certain impurity, the electron concentration increases to , 2016Semiconductors
  40. 40A message signal of and peak voltage is used to modulate a carrier wave frequency and peak voltage . Then, the modulation index is2016Modulation

Frequently Asked Questions

1.How many questions are in the TS EAMCET 2016 paper?

This paper has 160 questions in total - 40 from Chemistry, 80 from Mathematics, and 40 from Physics.

2.Can I practise questions from just one subject?

Yes. Use the Chemistry, Mathematics, and Physics tabs at the top of the page to jump directly to that subject's question set within this paper.

3.What is the structure of the TS EAMCET 2016 paper?

The TS EAMCET 2016 paper on MARKS has 160 questions, organised by subject:

  • Chemistry: 40 questions - 40 single-correct.
  • Mathematics: 80 questions - 80 single-correct.
  • Physics: 40 questions - 40 single-correct.
4.What is the difficulty level of the TS EAMCET 2016 paper?

Each question on MARKS carries a difficulty rating. Of the 160 rated questions in this paper, 81 (51%) are easy, 57 (36%) are medium and 22 (14%) are hard. Subject wise:

  • Chemistry: 19 easy, 15 medium, 6 hard
  • Mathematics: 43 easy, 28 medium, 9 hard
  • Physics: 19 easy, 14 medium, 7 hard
5.Which chapters had the most questions in the TS EAMCET 2016 paper?

The chapters with the most questions in each subject were:

  • Chemistry: Structure of Atom (4), Chemical Bonding and Molecular Structure (3), and Hydrocarbons (3).
  • Mathematics: Circle (5), Probability (5), and Quadratic Equation (5).
  • Physics: Magnetic Effects of Current (3), Ray Optics (3), and Work Power Energy (3).
6.Where can I find the solutions for the TS EAMCET 2016 paper?

Open any question on this page. Its page shows the correct answer and, where one is available, the worked solution. A downloadable PDF of the whole paper is coming soon.

7.How should I use the TS EAMCET 2016 paper to check my preparation?

Set a timer, attempt the 160 questions as you would in the exam, and only then open the answers. Note which subjects and chapters cost you the most marks, and revise those first using the chapter-wise practice for TS EAMCET. Repeating this with other papers shows whether the same weak spots keep coming back.

8.Will the TS EAMCET 2016 paper help me prepare for TS EAMCET 2027?

Yes. Every past paper shows the question styles and topics TS EAMCET has asked before, and a solved paper gives you a realistic benchmark for speed and accuracy. Use it along with the other papers to spot the chapters that keep returning.