Considering the presented context and your introductory knowledge about integrals, choose the alternative that presents a summary step-by-step for ...
Considering the presented context and your introductory knowledge about integrals, choose the alternative that presents a summary step-by-step for solving the integral.
The Fundamental Theorem of Calculus establishes a connection between differential and integral calculus.
The theorem gives the precise inverse relationship between the derivative and the integral.
Newton and Leibniz used this relationship to develop calculus as a mathematical method.
The theorem allows for the calculation of integrals much more easily, without the need to calculate them as limits of sums.
a)
b) The Fundamental Theorem of Calculus establishes a connection between differential and integral calculus. The theorem gives the precise inverse relationship between the derivative and the integral, allowing for the calculation of integrals much more easily, without the need to calculate them as limits of sums.
c)
d)
e)
The Fundamental Theorem of Calculus establishes a connection between differential and integral calculus.
The theorem gives the precise inverse relationship between the derivative and the integral.
Newton and Leibniz used this relationship to develop calculus as a mathematical method.
The theorem allows for the calculation of integrals much more easily, without the need to calculate them as limits of sums.
a)
b) The Fundamental Theorem of Calculus establishes a connection between differential and integral calculus. The theorem gives the precise inverse relationship between the derivative and the integral, allowing for the calculation of integrals much more easily, without the need to calculate them as limits of sums.
c)
d)
e)
💡 1 Resposta
Ed 
A alternativa correta é a letra B: O Teorema Fundamental do Cálculo estabelece uma conexão entre o cálculo diferencial e integral. O teorema fornece a relação inversa precisa entre a derivada e a integral, permitindo o cálculo de integrais de forma muito mais fácil, sem a necessidade de calculá-las como limites de somas.
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