Teach Yourself Calculus. /

Teach Yourself Calculus. /

Detalles Bibliográficos
Autor principal: Abbot, P.
Formato: Libro
Lenguaje:Spanish
Publicado: London : English Universities Pres LTD.
LEADER 01553nam a2200169 a 4500
008 050201s||||||||fr |||||||||||||||||spa||
082 0 |a 517  |b A128 
100 1 |a Abbot, P. 
245 1 0 |a Teach Yourself Calculus. /  |c P. Abbott, B.A.. 
260 |a London :  |b English Universities Pres LTD. 
300 |a vii, 380 p. 
592 |a CAPITULO I: Funtions, CAPITULO II: Variations in Funtions.Limits,CAPITULO III:Rate of Change of a Funtions. Gradients, CAPITULO IV: Differential Coeficient, Diferentiation, CAPITULO V: Some Rules for Diferentiation, CAPITULO VI: máxima and Minima Values Points of Inflexion. CAPITULO VII: Diferentiation ofthe Trigonometric Functions, CAPITULO VIII: Exponential and Logarithmic Funtion.CAPITULO IX: Hyperbolic Funtions, CAPITULO X:Integration. Standard Integrals, CAPITULO XI: Some Elementary Methods of Integration. CAPITULO XII: Integration of Algebraic Fractions. CAPITULO XIII: Areas by Integral Calculus. Definite Integrals. CAPITULO XIV: Integration as a Summation.Areas, CAPITULO XV: The Lengths of curves. CAPITULO XVI: Solids of revolutions. Volumes and Areas of Surfaces, CAPITULO XVII: Urs of Integrations in Mechanics. CAPITULO XVIII: Partial Differntiation, CAPITULO XIX: Sears. Taylor's and Maclaurin's. Theorems. CAPITULO XX: Elementary Differential Equations Standard and Useful Integrals. 
991 |a No asignado 
992 |a 22/07/2009 
942 |c BK 
999 |c 92398  |d 92398 
952 |0 0  |1 0  |4 0  |6 517_000000000000000_A128  |7 0  |8 CG  |9 167306  |a 15  |b 15  |c CG  |d 2012-08-15  |i 15001078  |o 517 A128  |p 15001078  |r 2012-08-15  |t 1  |w 2012-08-15  |y BK 

Ejemplares similares