CalculusThe integral mean value theorem (a corollary of the intermediate value theorem) states that a function continuous on an interval takes on its average value somewhere in the interval. More exactly, if f is continuous on [a,b], then there exists c in (a,b) such that f(c)=(1/(b-a))(integral from a to b of f(x)dx)Componente Curricular::Educação Superior::Ciências Exatas e da Terra::Matemátic
AbstractThe mean value theorem for real-valued differentiable functions defined on an interval is on...
AbstractMore than a century ago, G. Kowalewski stated that for each n continuous functions on a comp...
summary:The aim of the paper is to present some mean value theorems obtained as consequences of the ...
Functions, graphs, continuous functions, integrals, Mean-Value TheoremIf f is continuous on the clos...
Calculus and IntegralsThere is at least one point in the interval such that the area of the rectangl...
Continuous function, integrals, graphs, Mean-Value TheoremIf f is continuous on the closed interval ...
The aim of this paper is to investigate an integral mean value theorem proposed by one of the refere...
Secant line, continuous function, differentiable functions, Rolle's theorem, Mean Value TheoremTheor...
The Cauchy mean-value theorem states that if f and g are two functions continuous on [a,b] and diffe...
The Intermediate Value Theorem (a continuous function on an interval assumes all values between any ...
This study covers means, mean value theorems of the differential calculus, and mean value theorems o...
In this note, a mean value theorem for continuous vector functions is introduced by mollified deriva...
The purpose of this note is to consider the following problem. Suppose [a,b] is an interval, f a fun...
This thesis discusses some possible practical applications of the Mean Value Theorem for functions o...
Abstract: The paper intends to establish a mean value theorem for n- real valued functions. It is pr...
AbstractThe mean value theorem for real-valued differentiable functions defined on an interval is on...
AbstractMore than a century ago, G. Kowalewski stated that for each n continuous functions on a comp...
summary:The aim of the paper is to present some mean value theorems obtained as consequences of the ...
Functions, graphs, continuous functions, integrals, Mean-Value TheoremIf f is continuous on the clos...
Calculus and IntegralsThere is at least one point in the interval such that the area of the rectangl...
Continuous function, integrals, graphs, Mean-Value TheoremIf f is continuous on the closed interval ...
The aim of this paper is to investigate an integral mean value theorem proposed by one of the refere...
Secant line, continuous function, differentiable functions, Rolle's theorem, Mean Value TheoremTheor...
The Cauchy mean-value theorem states that if f and g are two functions continuous on [a,b] and diffe...
The Intermediate Value Theorem (a continuous function on an interval assumes all values between any ...
This study covers means, mean value theorems of the differential calculus, and mean value theorems o...
In this note, a mean value theorem for continuous vector functions is introduced by mollified deriva...
The purpose of this note is to consider the following problem. Suppose [a,b] is an interval, f a fun...
This thesis discusses some possible practical applications of the Mean Value Theorem for functions o...
Abstract: The paper intends to establish a mean value theorem for n- real valued functions. It is pr...
AbstractThe mean value theorem for real-valued differentiable functions defined on an interval is on...
AbstractMore than a century ago, G. Kowalewski stated that for each n continuous functions on a comp...
summary:The aim of the paper is to present some mean value theorems obtained as consequences of the ...