BASIC CALCULUS 4

It states that for all real numbers c, lim b^x as x approaches c is = b^c where b is positive numbers other than 1.

(a)  

It is f(x) = e^x where e = 2718281828 (a)  

In the exponential function b^x, what does b stands for?

(a)  

In the exponential function 3^x, what does x stands for?

(a)  

In the Limits of Exponential Functions of Infinity, what is the limit of b^x as x approaches +∞, given that b is greater than 1?

• -∞

• 0

• +∞

In the Limits of Natural Exponential Functions at Infinity, what is the limit of e^x as x approaches -∞?

• 0

• -∞

• +∞

In the Limits of Natural Exponential Functions at Infinity, what is the limit of e^-x as x approaches +∞?

• +∞

• 0

• -∞

In the Limits of Natural Exponential Functions at Infinity, what is the limit of e^-x as x approaches -∞?

• 0

• +∞

• -∞

In the Limits of Exponential Functions of Infinity, what is the limit of b^x as x approaches -∞, given that b is greater than 1?

• 0

• +∞

• -∞

In the Limits of Exponential Functions of Infinity, what is the limit of b^x as x approaches -∞, given that b is greater than 0 and less than 1?

• +∞

• -∞

• 0