#1
17th November 2015, 08:46 AM
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Test Taking Strategies For ISAT
Hey buddy I’m preparing for the ISAT exam for that can you please suggest me some tips to clear the exam easily and please also get the syllabus of the exam?
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#2
17th November 2015, 08:47 AM
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Re: Test Taking Strategies For ISAT
Feel free buddy I will help you here to get the exam tip and syllabus so that you can easily prepare of the exam. Here are the tips to prepare for ISAT Always go through the syllabus Cover all the important topics of ISAT from the syllabus Increase your speed of writing Sleep at least for 6-7 hours Prepare notes of the important topics try to solve as much paper of ISAT as you can they will also help you try to do Mock test of ISAT this will also help you. Here is the syllabus of the exam Syllabus - Physics Mechanics Units and Measurements Motion in a straight line Motion in a plane Laws of motion Work, Power and Energy System of particles and rotational motion Gravitation Electromagnetism Electrostatic Potential and capacitance Electric charges and Fields Alternating Current Electromagnetic induction Moving charges and Magnetism Current Electricity Magnetism and Matter Optics and Waves Ray Optics and Optical Instruments Wave Optics Waves Properties of Matter, Thermodynamics Kinetic theory Thermal properties of matter Mechanical properties of solids Thermodynamics Chemistry Inorganic Chemistry Basic Concepts of Chemistry Classification of Elements and Periodicity in Properties d and f Block Elements S-Block Elements (Group 1 and Group 2 elements P-Block Elements Actinides Hydrogen General Principles and Processes of Isolation of Elements Lanthanides Physical Chemistry States of Matter Thermodynamics Equilibrium Redox Reactions Electrochemistry Chemical Kinetics Surface Chemistry Nuclear chemistry Organic Chemistry Hydrocarbons Aromatic hydrocarbons Haloalkanes and haloarenes Aldehydes, Organic Compounds Containing Nitrogen, Ketones and Carboxylic Acids Alcohols, Phenols and Ethers Syllabus - Mathematics Binomial Theorem and Its Simple Applications Sets, Relations and Functions Mathematical Induction Permutations and Combinations Sequences and Series Trigonometry Matrices and Determinants Complex Numbers and Quadratic Equations Limit, Continuity and Differentiability Three-Dimensional Geometry Integral Calculus Differential Equations Co-Ordinate Geometry Statistics and Probability Vector Algebra |