Desolve gives wrong results
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12-24-2019, 06:21 AM
Post: #5
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RE: Desolve gives wrong results
(12-23-2019 06:47 PM)CyberAngel Wrote:(12-23-2019 03:25 PM)COB160 Wrote: Goodafternoon everybody, Correct but unfriendly, as the constant could be simplified to c_1 say, even if c is reserved. Its fortunate indeed that the OP didnt require the answer to desolve(y'=-i*x/y,y) Wolfram gives this as y(x) = -sqrt(c_1 - i*x^2) and y(x) = sqrt(c_1 - i*x^2) Prime with Simplify:Maximum gives the undeniably spectacular Code: [(512*G_0^9*x^16*√(6*G_0*x^32+√(x^4+4*G_0^2)*(x^32+16*G_0^2*x^28+8*G_0*x^28+96*G_0^4*x^24+96*G_0^3*x^24+16*G_0^2*x^24+256*G_0^6*x^20+384*G_0^5*x^20+128*G_0^4*x^20+256*G_0^8*x^16+6*x^24+32*G_0^3*x^20+512*G_0^7*x^16+48*G_0^2*x^20+256*G_0^6*x^16-16*G_0*x^20+256*G_0^5*x^16+224*G_0^4*x^16-12*x^20-96*G_0^3*x^16+512*G_0^7*x^12-64*G_0^2*x^16+512*G_0^6*x^12-128*G_0^5*x^12-64*G_0^4*x^12+x^16-32*G_0^3*x^12-32*G_0^2*x^12+256*G_0^6*x^8+8*G_0*x^12-128*G_0^4*x^8+4*x^12+16*G_0^2*x^8)+4*x^32+64*G_0^3*x^28+32*G_0^2*x^28-24*G_0*x^28+192*G_0^5*x^24-8*x^28-224*G_0^3*x^24-48*G_0^2*x^24-512*G_0^6*x^20+12*G_0*x^24-640*G_0^5*x^20-512*G_0^9*x^16-64*G_0^4*x^20-1024*G_0^8*x^16-512*G_0^7*x^16-16*G_0^2*x^20-256*G_0^6*x^16+16*G_0*x^20-448*G_0^5*x^16-1024*G_0^8*x^12+8*x^20+128*G_0^3*x^16-1024*G_0^7*x^12+48*G_0^2*x^16+256*G_0^6*x^12-2*G_0*x^16+128*G_0^5*x^12+64*G_0^4*x^12-4*x^16+64*G_0^3*x^12-512*G_0^7*x^8-16*G_0^2*x^12-8*G_0*x^12+256*G_0^5*x^8-32*G_0^3*x^8)+(-768*)*G_0^8*x^18*√(6*G_0*x^32+√(x^4+4*G_0^2)*(x^32+16*G_0^2*x^28+8*G_0*x^28+96*G_0^4*x^24+96*G_0^3*x^24+16*G_0^2*x^24+256*G_0^6*x^20+384*G_0^5*x^20+128*G_0^4*x^20+256*G_0^8*x^16+6*x^24+32*G_0^3*x^20+512*G_0^7*x^16+48*G_0^2*x^20+256*G_0^6*x^16-16*G_0*x^20+256*G_0^5*x^16+224*G_0^4*x^16-12*x^20-96*G_0^3*x^16+512*G_0^7*x^12-64*G_0^2*x^16+512*G_0^6*x^12-128*G_0^5*x^12-64*G_0^4*x^12+x^16-32*G_0^3*x^12-32*G_0^2*x^12+256*G_0^6*x^8+8*G_0*x^12-128*G_0^4*x^8+4*x^12+16*G_0^2*x^8)+4*x^32+64*G_0^3*x^28+32*G_0^2*x^28-24*G_0*x^28+192*G_0^5*x^24-8*x^28-224*G_0^3*x^24-48*G_0^2*x^24-512*G_0^6*x^20+12*G_0*x^24-640*G_0^5*x^20-512*G_0^9*x^16-64*G_0^4*x^20-1024*G_0^8*x^16-512*G_0^7*x^16-16*G_0^2*x^20-256*G_0^6*x^16+16*G_0*x^20-448*G_0^5*x^16-1024*G_0^8*x^12+8*x^20+128*G_0^3*x^16-1024*G_0^7*x^12+48*G_0^2*x^16+256*G_0^6*x^12-2*G_0*x^16+128*G_0^5*x^12+64*G_0^4*x^12-4*x^16+64*G_0^3*x^12-512*G_0^7*x^8-16*G_0^2*x^12-8*G_0*x^12+256*G_0^5*x^8-32*G_0^3*x^8)+1024*G_0^8*x^16*√(6*G_0*x^32+√(x^4+4*G_0^2)*(x^32+16*G_0^2*x^28+8*G_0*x^28+96*G_0^4*x^24+96*G_0^3*x^24+16*G_0^2*x^24+256*G_0^6*x^20+384*G_0^5*x^20+128*G_0^4*x^20+256*G_0^8*x^16+6*x^24+32*G_0^3*x^20+512*G_0^7*x^16+48*G_0^2*x^20+256*G_0^6*x^16-16*G_0*x^20+256*G_0^5*x^16+224*G_0^4*x^16-12*x^20-96*G_0^3*x^16+512*G_0^7*x^12-64*G_0^2*x^16+512*G_0^6*x^12-128*G_0^5*x^12-64*G_0^4*x^12+x^16-32*G_0^3*x^12-32*G_0^2*x^12+256*G_0^6*x^8+8*G_0*x^12-128*G_0^4*x^8+4*x^12+16*G_0^2*x^8)+4*x^32+64*G_0^3*x^28+32*G_0^2*x^28-24*G_0*x^28+192*G_0^5*x^24-8*x^28-224*G_0^3*x^24-48*G_0^2*x^24-512*G_0^6*x^20+12*G_0*x^24-640*G_0^5*x^20-512*G_0^9*x^16-64*G_0^4*x^20-1024*G_0^8*x^16-512*G_0^7*x^16-16*G_0^2*x^20-256*G_0^6*x^16+16*G_0*x^20-448*G_0^5*x^16-1024*G_0^8*x^12+8*x^20+128*G_0^3*x^16-1024*G_0^7*x^12+48*G_0^2*x^16+256*G_0^6*x^12-2*G_0*x^16+128*G_0^5*x^12+64*G_0^4*x^12-4*x^16+64*G_0^3*x^12-512*G_0^7*x^8-16*G_0^2*x^12-8*G_0*x^12+256*G_0^5*x^8-32*G_0^3*x^8)+1024*G_0^8*x^12*√(6*G_0*x^32+√(x^4+4*G_0^2)*(x^32+16*G_0^2*x^28+8*G_0*x^28+96*G_0^4*x^24+96*G_0^3*x^24+16*G_0^2*x^24+256*G_0^6*x^20+384*G_0^5*x^20+128*G_0^4*x^20+256*G_0^8*x^16+6*x^24+32*G_0^3*x^20+512*G_0^7*x^16+48*G_0^2*x^20+256*G_0^6*x^16-16*G_0*x^20+256*G_0^5*x^16+224*G_0^4*x^16-12*x^20-96*G_0^3*x^16+512*G_0^7*x^12-64*G_0^2*x^16+512*G_0^6*x^12-128*G_0^5*x^12-64*G_0^4*x^12+x^16-32*G_0^3*x^12-32*G_0^2*x^12+256*G_0^6*x^8+8*G_0*x^12-128*G_0^4*x^8+4*x^12+16*G_0^2*x^8)+4*x^32+64*G_0^3*x^28+32*G_0^2*x^28-24*G_0*x^28+192*G_0^5*x^24-8*x^28-224*G_0^3*x^24-48*G_0^2*x^24-512*G_0^6*x^20+12*G_0*x^24-640*G_0^5*x^20-512*G_0^9*x^16-64*G_0^4*x^20-1024*G_0^8*x^16-512*G_0^7*x^16-16*G_0^2*x^20-256*G_0^6*x^16+16*G_0*x^20-448*G_0^5*x^16-1024*G_0^8*x^12+8*x^20+128*G_0^3*x^16-1024*G_0^7*x^12+48*G_0^2*x^16+256*G_0^6*x^12-2*G_0*x^16+128*G_0^5*x^12+64*G_0^4*x^12-4*x^16+64*G_0^3*x^12-512*G_0^7*x^8-16*G_0^2*x^12-8*G_0*x^12+256*G_0^5*x^8-32*G_0^3*x^8)+(-1024*)*G_0^7*x^18*√(6*G_0*x^32+√(x^4+4*G_0^2)*(x^32+16*G_0^2*x^28+8*G_0*x^28+96*G_0^4*x^24+96*G_0^3*x^24+16*G_0^2*x^24+256*G_0^6*x^20+384*G_0^5*x^20+128*G_0^4*x^20+256*G_0^8*x^16+6*x^24+32*G_0^3*x^20+512*G_0^7*x^16+48*G_0^2*x^20+256*G_0^6*x^16-16*G_0*x^20+256*G_0^5*x^16+224*G_0^4*x^16-12*x^20-96*G_0^3*x^16+512*G_0^7*x^12-64*G_0^2*x^16+512*G_0^6*x^12-128*G_0^5*x^12-64*G_0^4*x^12+x^16-32*G_0^3*x^12-32*G_0^2*x^12+256*G_0^6*x^8+8*G_0*x^12-128*G_0^4*x^8+4*x^12+16*G_0^2*x^8)+4*x^32+64*G_0^3*x^28+32*G_0^2*x^28-24*G_0*x^28+192*G_0^5*x^24-8*x^28-224*G_0^3*x^24-48*G_0^2*x^24-512*G_0^6*x^20+12*G_0*x^24-640*G_0^5*x^20-512*G_0^9*x^16-64*G_0^4*x^20-1024*G_0^8*x^16-512*G_0^7*x^16-16*G_0^2*x^20-256*G_0^6*x^16+16*G_0*x^20-448*G_0^5*x^16-1024*G_0^8*x^12+8*x^20+128*G_0^3*x^16-1024*G_0^7*x^12+48*G_0^2*x^16+256*G_0^6*x^12-2*G_0*x^16+128*G_0^5*x^12+64*G_0^4*x^12-4*x^16+64*G_0^3*x^12-512*G_0^7*x^8-16*G_0^2*x^12-8*G_0*x^12+256*G_0^5*x^8-32*G_0^3*x^8)+512*G_0^7*x^16*√(6*G_0*x^32+√(x^4+4*G_0^2)*(x^32+16*G_0^2*x^28+8*G_0*x^28+96*G_0^4*x^24+96*G_0^3*x^24+16*G_0^2*x^24+256*G_0^6*x^20+384*G_0^5*x^20+128*G_0^4*x^20+256*G_0^8*x^16+6*x^24+32*G_0^3*x^20+512*G_0^7*x^16+48*G_0^2*x^20+256*G_0^6*x^16-16*G_0*x^20+256*G_0^5*x^16+224*G_0^4*x^16-12*x^20-96*G_0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I had to truncate the result as its longer than the forum can handle! Code:
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