12/10/24 Trapezoidal Summations (Riemann Sums)

Front

Use 3 trapezoids to determine the approximate area of the shaded area.

Back

9

Front

Find the trapezoidal sum, with three sub-intervals indicated by the table.

Back

28.5 meters

Front

Estimate the area under the curve using a trapezoidal sum of 4 sub-intervals.

Back

40.5

Front

Estimate the integral of 0 to 9 of V(t) using a trapezoidal sum with four intervals.

Back

64

Front

Use a trapezoidal sum to approximate the area between 0 to 3 with 3 equal based subintervals.

Back

9

Front

A Riemann Sum uses rectangles to

Back

approximate the area under a curve. The more rectangles, the better the approximation.

Front

For a function that is strictly increasing, a right hand Riemann Sum is which of the following: Overestimate, Underestimate, Unable to Determine, Exact Solution?

Back

Overestimate

Front

For a function that is strictly decreasing, a right hand Riemann Sum is which of the following: Overestimate, Underestimate, Exact Solution, Unable to Determine

Back

Underestimate