Using Riemann Sums to approximate the area under a curve II

Topic:Area

Using Reimann sums to approximate the area under a curve, using lower and upper rectangles, and rectangle heights given by the value of the function at the midpoint of the subintervals.

New Resources

Kite Function Art
Learn to Prove: Kite
Midpoint Coordinates
Converting Between Degrees and Radians
Untitled

Discover Resources

Transformations of Exponential graphs
Are they moving the same speed?
opgave
Hannah_PerpBisectors
EM 2011 P2 Q10b

Discover Topics

Derivative
Rhombus
Linear Equations
Diagrams
Quadratic Functions