Algebra and Trigonometry Book

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I-Algebra ne-Trigonometry ihlinzeka ukuhlola olunzulu izimiso aljebra ihlangabezana Ububanzi ukulandelana lwezimfanelo zalabo abangase babe ejwayelekile ezethula algebra futhi trigonometry Yiqiniso. Indlelanchubo yekusebentisa Modular futhi ukujula okuqukethwe kuqinisekisa ukuthi incwadi nezidingo ezihlukahlukene izifundo. I-Algebra ne-Trigonometry inikeza yingcebo izibonelo nge enemininingwane, izincazelo lomqondo, ekwakheni sisekelo lesicinile indaba ngaphambi kokucela abafundi basebenzise lokho okufundile.

1. Okudingeka
1. Isingeniso ukuze izimfanelo
1.1. izinombolo Real: essentials Aljibhra
1.2. Exponents kanye notation ngokwesayensi
1.3. Ezizivelelayo exponents okunengqondo
1.4. Polynomials
1.5. kahle Polynomials
1.6. izinkulumo Rational
2. ngezibalo nokungalingani
2. Isingeniso ukuze zibalo nokungalingani
2.1. I unxande Ukudidiyela izinhlelo namagrafu
2.2. zibalo lwento kwelinye variable
2.3. Amamodeli kanye nezinhlelo zokusebenza
2.4. izinombolo eziyinkimbinkimbi
2.5. zibalo Quadratic
2.6. Ezinye izinhlobo zibalo
2.7. nokungalingani lwento kanye ngokuphelele ukubaluleka nokungalingani
3. Imisebenzi
3. Isingeniso kwimisebenzi
3.1. AmaFanktjhini ne-umsebenzi notation
3.2. Domain zebanga
3.3. Amanani yokushintsha futhi ukuziphatha amagrafu
3.4. Ukubunjwa imisebenzi
3.5. Uguquko imisebenzi
3.6. Ingabe Ohulumeni Banalo Lonke ukubaluleka kwemisebenzi
3.7. imisebenzi yemuva
4. Ukuthuthukiswa imisebenzi
4. Isingeniso kwimisebenzi komugqa
4.2. Ukumodela imisebenzi eqondile
4.3. onobuhle lokulinganisa eqondile ukuze idatha
5. Imisebenzi Polynomial futhi enengqondo
5. Isingeniso ukuze imisebenzi polynomial futhi enengqondo
5.1. imisebenzi Quadratic
5.2. Amandla nemisebenzi futhi imisebenzi polynomial
5.3. Emagrafu imisebenzi polynomial
5.4. Kwehlukanisa Polynomials
5.5. Zeros imisebenzi polynomial
5.6. imisebenzi Rational
5.7. Inverses nemisebenzi olukhulu
5.8. Ukumodela usebenzisa ukushintshashintsha
6. Imisebenzi Exponential kanye logarithmic
6. Isingeniso ukuze imisebenzi exponential kanye logarithmic
6.1. imisebenzi exponential
6.2. Emagrafu imisebenzi exponential
6.3. imisebenzi Logarithmic
6.4. Emagrafu imisebenzi logarithmic
6.5. izakhiwo Logarithmic
6.6. zibalo Exponential kanye logarithmic
6.7. onobuhle Exponential kanye logarithmic
6.8. onobuhle lokulinganisa lomchazi kudatha
7. Iyunithi mbuthano: sine futhi cosine imisebenzi
7. Isingeniso unit mbuthano: sine futhi cosine imisebenzi
7.1. Angles
7.2. Kwesokudla unxantathu trigonometry
7.3. Unit umbuthano
7.4. Enye imisebenzi Trigonometric
8. Periodic imisebenzi
8. Isingeniso kwimisebenzi yezikhathi
8.1. Amagrafu of sine futhi cosine imisebenzi
8.2. Emagrafu eyomunye imisebenzi Trigonometric
8.3. imisebenzi yemuva Trigonometric
9. ubunikazi Trigonometry nezibalo
9. Isingeniso ukuze ubunikazi Trigonometric nezibalo
9.1. Ukuxazulula zibalo Trigonometric nge ubunikazi
9.2. Sum futhi umehluko ubunikazi
9.3. Kabili engela, nengxenye-engela, nokwehlisa amafomula
9.4. Sum-to-umkhiqizo kanye nomkhiqizo kuya-sum amafomula
10. Eminye zokusebenza trigonometry
10. Isingeniso zokusebenza obengeziwe trigonometry
10.1. onxantathu Non-kwesokudla: umthetho Sines
10.2. onxantathu Non-kwesokudla: umthetho cosines
10.3. izixhumanisi ezibandayo
10.4. izixhumanisi ezibandayo: amagrafu
10.5. ifomu Polar izinombolo eziyinkimbinkimbi
10.6. zibalo parametric
10.7. zibalo parametric: amagrafu
10.8. zithwala
11. Systems of zibalo nokungalingani
11. Isingeniso kumasistimu of zibalo nokungalingani
11.1. Systems of zibalo lwento: eziguquguqukayo ezimbili
11.2. Systems of zibalo lwento: eziguquguqukayo ezintathu
11.3. Systems of zibalo nonlinear nokungalingani: eziguquguqukayo ezimbili
11.4. amafraktjhini kwengxenye
11.5. Matrices futhi-matrix imisebenzi
11.6. Ukuxazulula izinhlelo nge ukuqedwa Gaussian
11.7. Ukuxazulula izinhlelo nge inverses
11.8. Ukuxazulula izinhlelo ukubusa Cramer sika
12. Analytic geometry
12. Isingeniso ukuze geometry zezibalo
12.1. I lesiyingi
12.2. I hyperbola
12.3. I parabola
12.4. Ukujikeleza izimbazo
12.5. izigaba Conic e izixhumanisi ezibandayo
13. Ulandzelanisa, amathuba, nokubala theory