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refer to the given: (D* + 6D: + 9)y = 0 Solve for the roots: +/- V2i , +/- VZi +/- V4i , +/- V4i A. В. +/- V5i , +/- V5i +/- V3i , +/- V3i Oc.

refer to the given: (D* + 6D: + 9)y = 0 Solve for the roots: +/- V2i , +/- VZi +/- V4i , +/- V4i A. В. +/- V5i , +/- V5i +/- V3i , +/- V3i Oc.

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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refer to the given: (D* + 6D? + 9)y = 0 Solve for the roots: +/- VZi , +/- VZi +/- V4i , +/- V4i OA. OB. +/- V5i , +/- V5i +/- V3i , +/- V3i Oc. OD.
Transcribed Image Text:refer to the given: (D* + 6D? + 9)y = 0 Solve for the roots: +/- VZi , +/- VZi +/- V4i , +/- V4i OA. OB. +/- V5i , +/- V5i +/- V3i , +/- V3i Oc. OD.
Classify the type of auxiliary equation: O A. Distinct Real Roots O B. Repeated Real Roots O C. Distinct Imaginary Roots O D. Repeated Imaginary Roots Solve for the general solution: y = (2c,cosv3x+ 2czsinv3x)+ (2c3xcosv3x+ 2c,xsinv3x) y = (4c,cosv3x+ 4c;sin/3x) + (4c3xcos/3x+ 4c,xsiny3x) OB. y = (5c,cos/3x+ 5c,sinv3x ) + (5czxcosv3x+ 5c,xsinv3x) y = (c,cosv3x+ c2sin/3x)+ (c3xcosv3x+ c,xsin/3x) Oc. OD.
Transcribed Image Text:Classify the type of auxiliary equation: O A. Distinct Real Roots O B. Repeated Real Roots O C. Distinct Imaginary Roots O D. Repeated Imaginary Roots Solve for the general solution: y = (2c,cosv3x+ 2czsinv3x)+ (2c3xcosv3x+ 2c,xsinv3x) y = (4c,cosv3x+ 4c;sin/3x) + (4c3xcos/3x+ 4c,xsiny3x) OB. y = (5c,cos/3x+ 5c,sinv3x ) + (5czxcosv3x+ 5c,xsinv3x) y = (c,cosv3x+ c2sin/3x)+ (c3xcosv3x+ c,xsin/3x) Oc. OD.
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