AP Calculus - Unit 6 Review

A Left Riemann Sum approximation is an overestimate when ...

• f(x) is increasing

• f(x) is decreasing

• f(x) is concave up

• f(x) is concave down

A Left Riemann Sum approximation is an underestimate when ...

• f(x) is increasing

• f(x) is decreasing

• f(x) is concave up

• f(x) is concave down

A Right Riemann Sum approximation is an underestimate when ...

• f(x) is increasing

• f(x) is decreasing

• f(x) is concave up

• f(x) is concave down

A Right Riemann Sum approximation is an overestimate when ...

• f(x) is increasing

• f(x) is decreasing

• f(x) is concave up

• f(x) is concave down

A Trapezoidal approximation is an overestimate when ...

• f(x) is increasing

• f(x) is decreasing

• f(x) is concave up

• f(x) is concave down

A Trapezoidal approximation is an underestimate when ...

• f(x) is increasing

• f(x) is decreasing

• f(x) is concave up

• f(x) is concave down

• 5

• -5

• 13

• 8

Mathematical Equivalence

ON

Mathematical Equivalence

ON