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Evaluate the following integrals: O •(Cartesian to Polar) Given the Cartesian coordinate, find FOUR Sets of polar coordinates for the point for -2 11 çə≤ 211 a) (3,3) b) (3,-2) c.) (-3,√3) d.) (-352, -3√√₂)

Evaluate the following integrals: O •(Cartesian to Polar) Given the Cartesian coordinate, find FOUR Sets of polar coordinates for the point for -2 11 çə≤ 211 a) (3,3) b) (3,-2) c.) (-3,√3) d.) (-352, -3√√₂)

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.2: Graphs Of Equations
Problem 40E
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→Step 1 Given: ⇒ (-3,√3),. ,-2π ≤0 ≤2π Step 2 Converting the given cartesian coordinate into polar coordinate: ⇒ (-3,√3) Finding : ⇒r= √√x² + y² ⇒ r = √(-3)² + (√3)² ⇒r=√√9+3 ⇒r=√√12 ⇒ r = 2√3 Finding : ⇒0= tan ⇒0-tan ⇒0=tan 2π 2π 5π 3 2n-6 5-67 2 5 ⇒0= 3 3 3 3 47 п 2п 5п ⇒8= 3 3 3 3 →Step 4 So, For set of polar coordinates are given by: ⇒ (2√5,-4) →>> = (2√3,²) → ⇒ (2√3, 5) →Step 3 (9) √√√3 -553) √3 5T -2, 27,
Transcribed Image Text:→Step 1 Given: ⇒ (-3,√3),. ,-2π ≤0 ≤2π Step 2 Converting the given cartesian coordinate into polar coordinate: ⇒ (-3,√3) Finding : ⇒r= √√x² + y² ⇒ r = √(-3)² + (√3)² ⇒r=√√9+3 ⇒r=√√12 ⇒ r = 2√3 Finding : ⇒0= tan ⇒0-tan ⇒0=tan 2π 2π 5π 3 2n-6 5-67 2 5 ⇒0= 3 3 3 3 47 п 2п 5п ⇒8= 3 3 3 3 →Step 4 So, For set of polar coordinates are given by: ⇒ (2√5,-4) →>> = (2√3,²) → ⇒ (2√3, 5) →Step 3 (9) √√√3 -553) √3 5T -2, 27,
Evaluate the following integrals: O (Cartesian to Polar) Civen the cartesian coordinate, find of polar coordinates for the point for -21 ≤O≤ 211 a.) (3,3) bi) (3,-2) c.) (-3,√3) d.) (-3√2, -3√2) find Four Sets
Transcribed Image Text:Evaluate the following integrals: O (Cartesian to Polar) Civen the cartesian coordinate, find of polar coordinates for the point for -21 ≤O≤ 211 a.) (3,3) bi) (3,-2) c.) (-3,√3) d.) (-3√2, -3√2) find Four Sets
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