General Math an der University Of Santo Tomas | Karteikarten & Zusammenfassungen

Lernmaterialien für General Math an der University of Santo Tomas

Greife auf kostenlose Karteikarten, Zusammenfassungen, Übungsaufgaben und Altklausuren für deinen General Math Kurs an der University of Santo Tomas zu.

TESTE DEIN WISSEN
As n approaches infinity, the value of the expression (1+ 1/n)^n approaches the irrational number e. Its approximately equal to  2. 718281828
Lösung anzeigen
TESTE DEIN WISSEN
Natural or Euler's number
Lösung ausblenden
TESTE DEIN WISSEN
It  is a function that's formed when base b is the number and also known as natural base of exponential functions.
Lösung anzeigen
TESTE DEIN WISSEN
special exponential function
Lösung ausblenden
TESTE DEIN WISSEN
It is an equation of the form f(x) = e^x
Lösung anzeigen
TESTE DEIN WISSEN
Natural Exponential Function
Lösung ausblenden
TESTE DEIN WISSEN
f(x) = e^x  where x  is equal to 3
Lösung anzeigen
TESTE DEIN WISSEN
Calculate e^3
Lösung ausblenden
TESTE DEIN WISSEN
f(x) = e^x  where x  is equal to 4.8
Lösung anzeigen
TESTE DEIN WISSEN
Calculate e^4.8
Lösung ausblenden
TESTE DEIN WISSEN
f(x) = 2e^-x  where x  is equal to -0.53
Lösung anzeigen
TESTE DEIN WISSEN
Calculate 2e^-(-0.53)
Lösung ausblenden
TESTE DEIN WISSEN
In getting the function of the graph of  a nat. exponential function what do you do?
Lösung anzeigen
TESTE DEIN WISSEN
With the given values of x,  using the formula e^x I will substitue  the value of x.
Lösung ausblenden
TESTE DEIN WISSEN
Give the General Exponential Model
Lösung anzeigen
TESTE DEIN WISSEN
y = f(x) = a x b^x

where a the initial amount is greater than 0 and
b the common ratio is also greater than 0 so not supposed to be equal to 1

b is the growth factor
Lösung ausblenden
TESTE DEIN WISSEN
If the functions shows constant percentage growth or decay. Then it is considered as?
Lösung anzeigen
TESTE DEIN WISSEN
Exponential
Lösung ausblenden
TESTE DEIN WISSEN
When exponential function has discrete( yearly, monthly raw ganun) percentage growth rate r as  a decimal.
Lösung anzeigen
TESTE DEIN WISSEN
a = 1 + r
Lösung ausblenden
TESTE DEIN WISSEN
Expo function with discrete percentage decay r as a decimal the decay factor is?
Lösung anzeigen
TESTE DEIN WISSEN
a = 1 - r
Lösung ausblenden
TESTE DEIN WISSEN
REVIEW FOR THE APPLICATIONS
Lösung anzeigen
TESTE DEIN WISSEN
EXAMPLES 1 -7
Lösung ausblenden
• 37018 Karteikarten
• 1130 Studierende
• 4 Lernmaterialien

Beispielhafte Karteikarten für deinen General Math Kurs an der University of Santo Tomas - von Kommilitonen auf StudySmarter erstellt!

Q:
As n approaches infinity, the value of the expression (1+ 1/n)^n approaches the irrational number e. Its approximately equal to  2. 718281828
A:
Natural or Euler's number
Q:
It  is a function that's formed when base b is the number and also known as natural base of exponential functions.
A:
special exponential function
Q:
It is an equation of the form f(x) = e^x
A:
Natural Exponential Function
Q:
f(x) = e^x  where x  is equal to 3
A:
Calculate e^3
Q:
f(x) = e^x  where x  is equal to 4.8
A:
Calculate e^4.8
Q:
f(x) = 2e^-x  where x  is equal to -0.53
A:
Calculate 2e^-(-0.53)
Q:
In getting the function of the graph of  a nat. exponential function what do you do?
A:
With the given values of x,  using the formula e^x I will substitue  the value of x.
Q:
Give the General Exponential Model
A:
y = f(x) = a x b^x

where a the initial amount is greater than 0 and
b the common ratio is also greater than 0 so not supposed to be equal to 1

b is the growth factor
Q:
If the functions shows constant percentage growth or decay. Then it is considered as?
A:
Exponential
Q:
When exponential function has discrete( yearly, monthly raw ganun) percentage growth rate r as  a decimal.
A:
a = 1 + r
Q:
Expo function with discrete percentage decay r as a decimal the decay factor is?
A:
a = 1 - r
Q:
REVIEW FOR THE APPLICATIONS
A:
EXAMPLES 1 -7

Erstelle und finde Lernmaterialien auf StudySmarter.

Greife kostenlos auf tausende geteilte Karteikarten, Zusammenfassungen, Altklausuren und mehr zu.