Sentences with phrase «calculus area under the curve»

Power point presentations: Antiderivative and the definite integral Integration of f (x) = 1 / x; f (x) = e ^ x and compositions with the linear function ax + b Integrating by substitution The fundamental theorem of calculus Area under the curve, Properties of definite integrals Integration - Area between two curves Integration - Volume of revolution Solving problems using definite integration Integration of sine and cosine

Not exact matches

Calculus is used to determine the area under a curve.

The integral calculus, by contrast, was developed to deal with areas («areas under curves») and, by extension, volumes.

Libnits Made way to figure out area under a curve by dividing into smaller and smaller sections until width of each disappears, call it calculus.

Power Point presentation, 9 slides, Explaining the fundamental theorem of calculus and use some examples to show how to use it to find the area under a curve, based on IB Standard Level Syllabus.

This calculus study guide will helps students differentiate between the height of a function, the average height of the function, the slope of a tangent line, the slope of a secant line, the area under a curve, and the change in height between two points.