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R E P Ú B L I C A B O L I VA R I A N A D E V E N E Z U E L A
M I N I S T E R I O D E L P O D E R P O P U L A R PA R A L A E D U C A C I Ó N
U N I V E R S I D A D P O L I T É C N I C O T E R R I T O R I A L A N D R É S E L O Y B L A N C O
P N F H I G I E N E Y S E G U R I D A D L A B O R A L
EXPRESIONES ALGEBRAICAS
A U T O R :
M É N D E Z Y É P E Z , I S A Í A S O M A R
C I 2 8 . 4 6 6 . 8 8 7
P R O F E S O R : I N G . S E G U E R I , L A R R Y
C Á T E D R A : M AT E M Á T I C A , G R U P O B
B A R Q U I S I M E T O , 2 0 2 0
R E F E R E N C I A S
B A L D O R , A . ( 1 9 8 4 ) . A L G E B R A C O N G R Á F I C O S Y 6 5 2 3 E J E R C I C I O S Y
P R O B L E M A S C O N R E S P U E S TA . C A R A C A S - V E N E Z U E L A , L I T H O - T I P, C A .
S A E N Z , J . ( 2 0 0 5 ) . C A L C U L O D I F E R E N C I A L . B A R Q U I S I M E T O , E D O L A R A .
I N V E R S O R A H I P O T E N U S A .

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Expresiones Algebraicas

  • 1. R E P Ú B L I C A B O L I VA R I A N A D E V E N E Z U E L A M I N I S T E R I O D E L P O D E R P O P U L A R PA R A L A E D U C A C I Ó N U N I V E R S I D A D P O L I T É C N I C O T E R R I T O R I A L A N D R É S E L O Y B L A N C O P N F H I G I E N E Y S E G U R I D A D L A B O R A L EXPRESIONES ALGEBRAICAS A U T O R : M É N D E Z Y É P E Z , I S A Í A S O M A R C I 2 8 . 4 6 6 . 8 8 7 P R O F E S O R : I N G . S E G U E R I , L A R R Y C Á T E D R A : M AT E M Á T I C A , G R U P O B B A R Q U I S I M E T O , 2 0 2 0
  • 2.
  • 3.
  • 4.
  • 5.
  • 6.
  • 7.
  • 8.
  • 9.
  • 10.
  • 11.
  • 12.
  • 13. R E F E R E N C I A S B A L D O R , A . ( 1 9 8 4 ) . A L G E B R A C O N G R Á F I C O S Y 6 5 2 3 E J E R C I C I O S Y P R O B L E M A S C O N R E S P U E S TA . C A R A C A S - V E N E Z U E L A , L I T H O - T I P, C A . S A E N Z , J . ( 2 0 0 5 ) . C A L C U L O D I F E R E N C I A L . B A R Q U I S I M E T O , E D O L A R A . I N V E R S O R A H I P O T E N U S A .