Sentences with EXPONENTIAL-SERIES
Check out our example sentences below to help you understand the context.Sentences
1
"An exponential series is a mathematical series in which the terms increase or decrease exponentially."
2
"The population growth of a certain species follows an exponential series."
3
"The value of an exponential series can be obtained using the formula: a * r^(n-1)."
4
"An exponential series can diverge if the common ratio is greater than one."
5
"The sum of an infinite exponential series can be calculated using the formula: a / (1 - r), where |r| < 1."
6
"In finance, the concept of compound interest can be explained using an exponential series."
7
"The stock prices of a rapidly growing company often follow an exponential series."
8
"An exponential series is commonly used to model the decay of radioactive elements."
9
"The spread of a viral infection can be represented by an exponential series."
10
"The growth of a bacterial population can be modeled using an exponential series."
11
"The Fibonacci sequence can be considered as a type of exponential series."
12
"The study of exponential series is fundamental in calculus and mathematical analysis."
13
"Computer algorithms and programs often utilize exponential series in their calculations."
14
"Compounding interest on investments can be represented by an exponential series."
15
"The concept of exponential growth is closely related to exponential series."
16
"An exponential series can also be referred to as a geometric series."
17
"Understanding exponential series is important in fields such as physics and engineering."
1
"An exponential series is a mathematical sequence in which each term is obtained by multiplying the previous term by a constant."
2
"The concept of an exponential series is fundamental in understanding exponential growth in various fields of science and finance."
3
"In calculus, the Maclaurin series of a function is often represented as an exponential series."
4
"The study of exponential series is a key topic in higher-level mathematics courses."
5
"When dealing with exponential functions, it is often necessary to analyze their corresponding exponential series."
6
"The convergence of an exponential series can be determined using various mathematical techniques."
7
"The formula for the sum of an exponential series is derived through the process of geometric progression."
8
"An important property of an exponential series is that its terms increase or decrease exponentially."
9
"Scientists use exponential series to model population growth, radioactive decay, and other natural phenomena."
10
"The Taylor series expansion of many functions can be expressed as an exponential series."
