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Using horizontal element, what represents the sum of the area of D and E?

Using horizontal element, what represents the sum of the area of D and E?

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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Using horizontal element, what represents the sum of the area of D and E? 

x = a x = d A B y = g(x) or x = gv) (bf(b)) C (c,0) E y f(x) or Here, in addition to lines x = a and x = d, two curves, red and blue are constructed in the Cartesian plane. The red curve can be expressed as y = f (x) in terms of x or a = f1 (y) in terms of y. The blue curve can be expressed as y =g(x) in terms of x or x = g1 (y) in terms of y. The intersection of these curves is the point (b, f (b)) = (b, g (b)).
Transcribed Image Text:x = a x = d A B y = g(x) or x = gv) (bf(b)) C (c,0) E y f(x) or Here, in addition to lines x = a and x = d, two curves, red and blue are constructed in the Cartesian plane. The red curve can be expressed as y = f (x) in terms of x or a = f1 (y) in terms of y. The blue curve can be expressed as y =g(x) in terms of x or x = g1 (y) in terms of y. The intersection of these curves is the point (b, f (b)) = (b, g (b)).
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