2x What formula would be used to calculate the right rectangle approximation of ²* (sin æ- cos x) dx using four subintervals? O R₁ = () {[sin () cos ()] + [sin(π) cos(π)] + [sin (³) cos (³)] + [sin(2π) cos(2π)]} O R₁ = () {[sin(0) cos(0)] + [sin () cos (₹)] + [sin(™) cos(7)] + [sin (³) cos (¹)]} OR₁ = () { [sin () cos ()] + [sin (3) cos (³)] + [sin (¹) cos (¹)] + [sin cos]} ○ R₁ = [sin(0) cos(0)] + [sin () cos ()] + [sin(7) cos(π)] + [sin (³) cos (³)]
2x What formula would be used to calculate the right rectangle approximation of ²* (sin æ- cos x) dx using four subintervals? O R₁ = () {[sin () cos ()] + [sin(π) cos(π)] + [sin (³) cos (³)] + [sin(2π) cos(2π)]} O R₁ = () {[sin(0) cos(0)] + [sin () cos (₹)] + [sin(™) cos(7)] + [sin (³) cos (¹)]} OR₁ = () { [sin () cos ()] + [sin (3) cos (³)] + [sin (¹) cos (¹)] + [sin cos]} ○ R₁ = [sin(0) cos(0)] + [sin () cos ()] + [sin(7) cos(π)] + [sin (³) cos (³)]
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.4: Fractional Expressions
Problem 66E
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