Exponential Function in a sentence
(1) The exponential function is denoted as e^x.
(2) Antilog is also known as the exponential function.
(3) The base number of this exponential function is e.
(4) The base number for this exponential function is 3.
(5) The graph of the exponential function has no asymptotes.
(6) The reciprocal of a logarithm is an exponential function.
(7) The loge function is the inverse of the exponential function.
(8) The exponential function has a horizontal asymptote at y = 5.
(9) The exponential function has a horizontal asymptote at y = 2.
(10) The exponential function is a fundamental concept in calculus.
Exponential Function sentence
(11) Remove from the equation and simplify the exponential function.
(12) The inverse function of a logarithm is an exponential function.
(13) The natural logarithm is the inverse of the exponential function.
(14) The superscript E represents the exponential function in calculus.
(15) The logarithmic function is the inverse of an exponential function.
(16) The logarithmic function is the inverse of the exponential function.
(17) The exponential function is used in chemistry to model reaction rates.
(18) The integrand is an exponential function that grows or decays rapidly.
(19) The antilogarithmic function is also known as the exponential function.
(20) The derivate of an exponential function is equal to the function itself.
Exponential Function make sentence
(21) The exponential function is frequently encountered in physics equations.
(22) The eigenfunction of the given matrix is a complex exponential function.
(23) The graph of an exponential function is always increasing or decreasing.
(24) The exponential function is characterized by its constant rate of change.
(25) The exponential function is a key component in the field of data analysis.
(26) The graph of the exponential function has a horizontal asymptote at y = 0.
(27) The graph of the exponential function has a horizontal asymptote at y = 1.
(28) The eigenfunction of a Fourier transform is a complex exponential function.
(29) The hodograph of an exponential function is an exponential function itself.
(30) The textbook provided a proof of the convexity of the exponential function.
Sentence of exponential function
(31) The exponential function is used to model the spread of infectious diseases.
(32) The derivate of the exponential function was an exponential function itself.
(33) Exponentiate onto of the base to find the value of the exponential function.
(34) The antiderivative of an exponential function is another exponential function.
(35) To find the value of x, you must exponentiate inside the exponential function.
(36) The student used a graphing calculator to exponentiate the exponential function.
(37) The exponential function is often used to describe population growth in biology.
(38) The exponential function is used in telecommunications for signal amplification.
(39) The quadratic function was plotted beside the exponential function on the graph.
(40) The exponential function is closely related to the concept of exponential growth.
Exponential Function meaningful sentence
(41) The exponential function is used to describe the decay of radioactive substances.
(42) The exponential function is used in economics to model the growth of investments.
(43) The integrand is an exponential function that grows or decays at a constant rate.
(44) The exponential function is commonly used in mathematics to model growth or decay.
(45) The inverse function of a natural logarithm is an exponential function with base e.
(46) The indefinite integral of an exponential function is equal to the function itself.
(47) The exponential function is used in cryptography algorithms for secure communication.
(48) The exponential function is used in game theory to analyze strategic decision-making.
(49) The exponential function is used in geology to estimate the age of rocks and fossils.
(50) The graph of the exponential function typically exhibits a rapid increase or decrease.
Exponential Function sentence examples
(51) The exponential function is used in signal processing to analyze time-varying signals.
(52) The closed form of the geometric sequence can be expressed as an exponential function.
(53) The antilog of a base e logarithm is calculated using the natural exponential function.
(54) The exponential function is often used in probability theory to model random processes.
(55) The exponential function is used in environmental science to model population dynamics.
(56) The exponential function is used in control systems engineering for stability analysis.
(57) The first derivative of an exponential function is proportional to the function itself.
(58) The quadratic beside the exponential function was the key to finding the maximum value.
(59) The exponential function is used in weather forecasting to model atmospheric conditions.
(60) The exponential function is used in machine learning algorithms for pattern recognition.
Sentence with exponential function
(61) The antilogarithm of a logarithm value can also be expressed as an exponential function.
(62) The exponential function is used in computer science algorithms for efficient calculations.
(63) The exponential function is used in astronomy to model the brightness of celestial objects.
(64) To find the derivative of an exponential function, you must exponentiate outside the limit.
(65) The differential coefficient of an exponential function is the same as the function itself.
(66) The exponential function is an essential tool in electrical engineering for circuit analysis.
(67) The exponential function is used in pharmacokinetics to model drug concentration in the body.
(68) The exponential function is used in neural networks for artificial intelligence applications.
(69) The integrand of the integral was an exponential function that required integration by parts.
(70) Understanding the properties of the exponential function is crucial in many scientific fields.
Use exponential function in a sentence
(71) Inverse functions can be used to find the original value given the exponential function value.
(72) The indefinite integral of an exponential function is equal to the exponential function itself.
(73) The differential coefficient of an exponential function is proportional to the function itself.
(74) Inverse functions can be used to find the original value given the inverse exponential function value.
(75) The process of finding the derivative of an exponential function involves exponentiating onto a limit.
(76) The logarithmic function is the inverse of the exponential function, which means it exponentiates the input.
(77) The derivate of an exponential function is equal to the function itself times the natural logarithm of the base.
(78) The coordinates of a point on an exponential function can be found using the equation of the exponential function.
(79) The indefinite integral of a constant times an exponential function is equal to the constant times the exponential function.
(80) The indefinite integral of a constant times the exponential function is equal to the constant times the exponential function.
(81) The antilog of a number can be expressed as an exponential function with the same base as the logarithm used to calculate it.
(82) The indefinite integral of a constant times an exponential function is equal to the constant times the indefinite integral of the exponential function.
(83) The graph of a rational function can have a slant asymptote that is an exponential function if the degree of the numerator is equal to zero and the degree of the denominator is greater than zero.
Exponential Function meaning
Exponential Function: Tips for Usage An exponential function is a mathematical function that describes a quantity that grows or decays at a constant rate over time. It is a powerful tool in mathematics, science, and engineering, and is used to model a wide range of phenomena, from population growth to radioactive decay to the spread of infectious diseases. If you are learning about exponential functions, or if you need to use them in your work or studies, here are some tips for how to use this exact phrase in a sentence:
1. Define the term: Before you use the phrase "exponential function" in a sentence, make sure you understand what it means. An exponential function is a function of the form f(x) = a^x, where a is a constant greater than 0 and not equal to
1. This function describes a quantity that grows or decays at a constant rate over time.
2. Use it in context: When you use the phrase "exponential function" in a sentence, make sure you use it in the appropriate context.
For example, you might say, "The population of a city is growing at an exponential rate," or "The decay of a radioactive substance can be modeled using an exponential function."
3. Be precise: When you use the phrase "exponential function," be precise about what you mean.
For example, if you are talking about a specific function, make sure you specify the values of a and x. If you are talking about the general concept of exponential functions, make sure you explain what that means.
4. Use examples: To help illustrate the concept of exponential functions, use examples in your sentences.
For example, you might say, "The value of an investment that grows at a rate of 5% per year can be modeled using an exponential function," or "The spread of a virus can be modeled using an exponential function with a growth rate of 1.5."
5. Use it in different contexts: To become more comfortable using the phrase "exponential function," try using it in different contexts.
For example, you might use it in a sentence about finance, biology, physics, or computer science. This will help you develop a deeper understanding of the concept and how it can be applied in different fields.
In conclusion, the phrase "exponential function" is a powerful tool in mathematics, science, and engineering. By following these tips, you can use this phrase effectively in your work or studies, and develop a deeper understanding of this important concept.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Exponential Function. They do not represent the opinions of TranslateEN.com.