Ground tissue and vascular tissue, Anatomy of dicot and monocot Tissues - Meristematic tissues, Permanent tissues - Simple tissues (Parenchyma, Collenchyma, Sclerenchyma)Ĭomplex tissue - Xylem and Phloem, Tissue system, Epidermal tissue Modification of leaves, Inflorescence, Flower and parts of a flowerįruit, Seed, Monocot & dicot seed structure, Family Fabaceae withįamily Solanaceae, Family Liliaceae with economic importance Stem - modifications, Leaf - venations, Types of leaves, Phyllotaxy Pteridophytes, characters & classificationĪngiosperms, characters, the life cycle of an Angiosperm, Plant life cyclesīasis of classification, non-chordate phyla, Characters and examples of Phylum Porifera, Phylum CoelenterataĬharacters and examples of Phylum Ctenophora, PhylumĬharacters and examples of Phylum Annelida, Phylum ArthropodaĬlass Cyclostomata, Class Chondrichthyes, Class OsteichthyesĬlass Amphibia, Class Reptilia, Class Aves & Class Mammalia Kingdom Plantae, Kingdom Animalia, Viruses, Viroids, Lichens Salient features of Kingdom Protista with examples, Kingdom Fungi, Karnataka 2nd PUC Economics syllabus 2022ĭiversity in the living world, Binomial nomenclature, taxonomic categoriesĬharacteristics of two-kingdom and five kingdom classification, Salient features of Kingdom Monera, Archaebacteria and Eubacteria In addition to this, they also must solve the Karnataka PUC question papers 2022 to know the difficulty level of the exam. This should be kept handy to check if all the topics are covered.
#2ND PUC ENGLISH NOTES 2016 KARNATAKA PDF DOWNLOAD#
It is suggested that students download and take a print of the syllabus.
Karnataka 2nd PUC Mathematics Syllabus 2021-22įollowing is the list of topics covered in the Karnataka PUC syllabus 2022.
Introduction of L.P.P, Mathematical formulation-mathematical formulation of L.P.P, etc.Ĭonditional probability, Baye’s theorem, Bernoulli trials and Binomial distribution, Definition of Bernoulli trial, etc. Vectors and Three-dimensional Geometryĭirection cosines/ratios of vectors, types of vectors, parallel and collinear vectors, etc. Matrices Concept, Types of matrices, Algebra of matrices, Symmetric and skew-symmetric matrices,Ĭontinuity and Differentiability, Applications of Derivatives, Integrals, Applications of the Integrals, Differential Equations, etc.Ĥ. Types of functions: the inverse of a function composite functions, One to one and onto functions, Binary operations, etc. Types of relations: universal and equivalence relations, transitive, empty, reflexive, etc.