Add to ORKGFunctions, graphs, continuous functions, integrals, Mean-Value TheoremIf f is continuous on the closed interval [a,b], then there exist c1 and c2 in (a,b) such that (b – c1) f(c1) = ∫f(x)dx from a to c1and (c2 - a) f(c2) = ∫f(x)dx from c2 to bComponente Curricular::Educação Superior::Ciências Exatas e da Terra::Matemátic
AbstractMore than a century ago, G. Kowalewski stated that for each n continuous functions on a comp...
summary:For a differentiable function ${\bf f}\colon I\rightarrow \mathbb {R}^{k},$ where $I$ is a ...
Abstract. Consider the following converse of the Mean Value Theo-rem. Let f be a dierentiable functi...
Functions, graphs, continuous functions, integrals, Mean-Value TheoremIf f is continuous on the clos...
Continuous function, integrals, graphs, Mean-Value TheoremIf f is continuous on the closed interval ...
CalculusThe integral mean value theorem (a corollary of the intermediate value theorem) states that ...
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 aim of this paper is to investigate an integral mean value theorem proposed by one of the refere...
AbstractConsider the following converse of the Mean Value Theorem.Let f be a differentiable function...
Calculus and IntegralsThere is at least one point in the interval such that the area of the rectangl...
Consider the following converse of the Mean Value Theorem. Let f be a differentiable function on [a,...
This thesis discusses some possible practical applications of the Mean Value Theorem for functions o...
CalculusIf the function f is continuous over the closed interval [a,b], then there is at least one m...
AbstractFor a function f defined in an interval I, satisfying the conditions ensuring the existence ...
AbstractMore than a century ago, G. Kowalewski stated that for each n continuous functions on a comp...
summary:For a differentiable function ${\bf f}\colon I\rightarrow \mathbb {R}^{k},$ where $I$ is a ...
Abstract. Consider the following converse of the Mean Value Theo-rem. Let f be a dierentiable functi...
Functions, graphs, continuous functions, integrals, Mean-Value TheoremIf f is continuous on the clos...
Continuous function, integrals, graphs, Mean-Value TheoremIf f is continuous on the closed interval ...
CalculusThe integral mean value theorem (a corollary of the intermediate value theorem) states that ...
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 aim of this paper is to investigate an integral mean value theorem proposed by one of the refere...
AbstractConsider the following converse of the Mean Value Theorem.Let f be a differentiable function...
Calculus and IntegralsThere is at least one point in the interval such that the area of the rectangl...
Consider the following converse of the Mean Value Theorem. Let f be a differentiable function on [a,...
This thesis discusses some possible practical applications of the Mean Value Theorem for functions o...
CalculusIf the function f is continuous over the closed interval [a,b], then there is at least one m...
AbstractFor a function f defined in an interval I, satisfying the conditions ensuring the existence ...
AbstractMore than a century ago, G. Kowalewski stated that for each n continuous functions on a comp...
summary:For a differentiable function ${\bf f}\colon I\rightarrow \mathbb {R}^{k},$ where $I$ is a ...
Abstract. Consider the following converse of the Mean Value Theo-rem. Let f be a dierentiable functi...