FUN-5.A Represent accumulation functions using definite integrals. FUN-5.A.1 The definite integral can be used to define new functions. FUN-5.A.2 If f is a continuous function on an interval containing a, then (d/dx)(∫ₐˣ f(t)dt) = f(x), where x is in the interval. Enduring understanding FUN-5: The Fundamental Theorem of Calculus connects differentiation and integration.
Objective notes1 learning objective—FUN-5.A—Represent accumulation functions using definite integrals• FUN-5.A Represent accumulation functions using definite integrals.• FUN-5.A.1 The definite integral can be used to define new functions.• FUN-5.A.2 If f is a continuous function on an interval containing a, then (d/dx)(∫ₐˣ f(t)dt) = f(x), where x is in the interval.• Enduring understanding FUN-5: The Fundamental Theorem of Calculus connects differentiation and integration.View