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Area between curves
How would you determine the area between two graphs?
Area of the region between f(x) and g(x) Area of the under f(x) Area of the under g(x) - =
NO Calculator Determine the area of the shaded region.
NO Calculator Find the area of the region bounded by
CALCULATOR ACTIVE Determine the area of the region bounded by
CALCULATOR ACTIVE Let R be the shaded region bounded by the graph of y = lnx and the line y = x – 2, as shown above. Find the area of R.
Calculator Active Find the area of the region bounded by the graphs of ANS: 24
Find the area of the region enclosed by the graphs of y = x 3 and x = y 2 – 2 CALCULATOR ACTIVE ANS: 4.215
Section Volumes by Slicing 7.3 Solids of Revolution I can use the definite integral to compute the volume of certain solids. Day 2: a-d Let.
Section Volumes by Slicing 7.3 Solids of Revolution.
Disks, Washers, and Cross Sections Review. Let R be the region in the first quadrant under the graph of c)Setup but do not evaluate the integral necessary.
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Look at the two graphs. Determine the following: A.The equation of each line. B.How the graphs are similar. C.How the graphs are different. A.The equation.
Unit 6 – Fundamentals of Calculus Section 6.4 – The Slope of a Curve No Calculator.
An Introduction to Limits Objective: To understand the concept of a limit and To determine the limit from a graph.
7.2: Volumes by Slicing Greg Kelly, Hanford High School, Richland, WashingtonPhoto by Vickie Kelly, 2001 Little Rock Central High School, Little Rock,
Linear Inequalities in 2 Variables 3.3. OBJECTIVES: Solve and Graph a linear inequality in 2 variables. Use a linear inequality in 2 variables to solve.
Graphing Linear Inequalities in Two Variables graph a linear inequality in two variables model a real life situation with a linear inequality.
Graphs & Functions Strategies Higher Maths Click to start.
Secant line between (a, f(a)) and (c, f(c)) (c, f(c)) y = f(x) (a, f(a)) x y Tangent line at (c, f(c)) Definitions (informal): 1.A secant line is a line.
1 3.6 Area enclosed by the x-axis Areas above the x-axis give a positive Definite Integral Areas below the x-axis give a negative Definite Integral We.
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