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oapen-20.500.12657-554232022-06-01T03:32:21Z Dialogare: compendio di matematica Buratta, Daniele bic Book Industry Communication::J Society & social sciences::JN Education bic Book Industry Communication::J Society & social sciences::JN Education::JNA Philosophy & theory of education bic Book Industry Communication::J Society & social sciences::JN Education::JNS Teaching of specific groups & persons with special educational needs bic Book Industry Communication::P Mathematics & science::PB Mathematics::PBC Mathematical foundations bic Book Industry Communication::P Mathematics & science::PB Mathematics::PBK Calculus & mathematical analysis bic Book Industry Communication::P Mathematics & science::PB Mathematics::PBT Probability & statistics bic Book Industry Communication::P Mathematics & science::PB Mathematics::PBX History of mathematics bic Book Industry Communication::P Mathematics & science::PH Physics::PHU Mathematical physics This compendium is designed as a review of basic mathematics topics and is mainly aimed at students who are looking for valuable help to integrate their knowledge and correct their deficiencies in the subject, as well as to succeed in the math admission test of the University of Florence. The topics covered are divided into five macro areas: Numbers, Powers and Radicals, Literal calculation, Equations, Inequalities and absolute value, Exponential and logarithmic functions. For each one of the topics, the fundamental theoretical notions are offered with specific examples and a selection of single questions, thanks to which the student can immediately check their knowledge. Moreover, there is also a section collecting all the answers to the questions with extensive examination on the correct process and on the possible errors. This analysis represents the real strength of this work since it allows students to self-evaluate and learn from their mistakes. 2022-05-31T10:29:26Z 2022-05-31T10:29:26Z 2017 book ONIX_20220531_9788864534831_707 2704-5870 9788864534831 9788892732193 https://library.oapen.org/handle/20.500.12657/55423 ita Strumenti per la didattica e la ricerca application/pdf Attribution 4.0 International 9788864534831.pdf https://books.fupress.com/isbn/9788864534831 Firenze University Press 10.36253/978-88-6453-483-1 This compendium is designed as a review of basic mathematics topics and is mainly aimed at students who are looking for valuable help to integrate their knowledge and correct their deficiencies in the subject, as well as to succeed in the math admission test of the University of Florence. The topics covered are divided into five macro areas: Numbers, Powers and Radicals, Literal calculation, Equations, Inequalities and absolute value, Exponential and logarithmic functions. For each one of the topics, the fundamental theoretical notions are offered with specific examples and a selection of single questions, thanks to which the student can immediately check their knowledge. Moreover, there is also a section collecting all the answers to the questions with extensive examination on the correct process and on the possible errors. This analysis represents the real strength of this work since it allows students to self-evaluate and learn from their mistakes. 10.36253/978-88-6453-483-1 bf65d21a-78e5-4ba2-983a-dbfa90962870 9788864534831 9788892732193 186 258 Florence open access
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This compendium is designed as a review of basic mathematics topics and is mainly aimed at students who are looking for valuable help to integrate their knowledge and correct their deficiencies in the subject, as well as to succeed in the math admission test of the University of Florence. The topics covered are divided into five macro areas: Numbers, Powers and Radicals, Literal calculation, Equations, Inequalities and absolute value, Exponential and logarithmic functions. For each one of the topics, the fundamental theoretical notions are offered with specific examples and a selection of single questions, thanks to which the student can immediately check their knowledge. Moreover, there is also a section collecting all the answers to the questions with extensive examination on the correct process and on the possible errors. This analysis represents the real strength of this work since it allows students to self-evaluate and learn from their mistakes.
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