Chater focuses o logarthm of comle umbers ad searato of real ad magary arts of logarthmc fuctos. Chater detals the geeral methods of solvg roblems based o secal class of eoetal fuctos called hyerbolc fuctos, verse hyerbolc fuctos, ad searato of real ad magary arts of all tyes of fuctos. It also throws lght o the alcatos of De Movre s theorem. Chater rovdes a revew of comle umbers wth a focus o arthmetc oeratos that ca be erformed o comle umbers. The model uesto aers have bee cluded to hel studets uderstad the markg scheme ad the eam atter. Cotet ad Coverage The book cossts of chaters ad model uesto aers. We hoe that our edeavour wll eable the studets to ga the reured kowledge of the subject ad the rocess move towards a better uderstadg of the feld. Each chater eds wth a bulleted summary to hel studets revse all the mortat cocets elaed the chater. A lst of formulae has bee rovded for easy referece. Wth a am to rovde alcatobased learg, amle solved ad usolved roblems have bee rovded. The book s wrtte a lucd maer where tet s tersersed wth ecessary grahcal reresetato of mortat tocs, otes hghlghtg key tocs, ad stewse solutos for roblems. Each chater starts wth learg objectves that throw lght o the mortat tocs covered the chater. The book covers all the tocs taught Aled Mathematcs I offered the frst semester ad s wrtte a way to hel studets gras the rcles of mortat cocets clearly ad easly.
About the Book Aled Mathematcs I s secally desged for the frst year egeerg studets of the Uversty of Mumba.
Its dee uderstadg hels them to develo ther techcal sklls whch eable them to shae a techologcally soud moder world. Aled Mathematcs rovdes a balace betwee theory ad ractcal asects whch hels egeers to overcome the challeges of moder egeerg. It hels elag observed scetfc heomea as well as redctg ew ad/or overlooked heomea. Aled Mathematcs deals wth the alcato of mathematcs to solve comle ractcal roblems. A thorough kowledge of the subject s the foudato o whch egeers desg solutos all sectors of egeerg, whether comuter, electrcal, electrocs, cvl, or mechacal. All rghts reserved.ģ Preface Mathematcs as a subject s used a wde rage of felds. dsclams ay resosblty for the materal cotaed there. ISBN: ISBN: 9949 Tyeset Tmes New Roma by Laz Dgtal Servces, Chea Prted Ida by Magc Iteratoal (P) Ltd., Greater Noda Cover mage: Bmbm / Shutterstock Thrdarty webste addresses metoed ths book are rovded by good fath ad for formato oly. You must ot crculate ths work ay other form ad you must mose ths same codto o ay acurer. Eures cocerg reroducto outsde the scoe of the above should be set to the Rghts Deartmet, at the address above. No art of ths ublcato may be reroduced, stored a retreval system, or trasmtted, ay form or by ay meas, wthout the ror ermsso wrtg of, or as eressly ermtted by law, by lcece, or uder terms agreed wth the arorate rerograhcs rghts orgazato. Publshed Ida by Groud Floor, /, Asar Road, Daryagaj, New Delh, Ida 8 The moral rghts of the author/s have bee asserted. Oford s a regstered trade mark of the UK ad certa other coutres. It furthers the Uversty s objectve of ecellece research, scholarsh, ad educato by ublshg worldwde. All rghts reserved.Ģ s a deartmet of the Uversty of Oford. Patl Assocate Professor Deartmet of Humates ad Sceces A.C.
Idra Gadh College of Egeerg, Nav Mumba W.D. Mulla Assocate Professor Deartmet of Humates ad Sceces Smt. Dubewar Assocate Professor Deartmet of Humates ad Sceces Datta Meghe College of Egeerg, Nav Mumba B.B. 1 Aled Mathematcs I FEC Aled Mathematcs I Based o the syllabus (CBCS) of Uversty of Mumba A.V.