Let r=30 cm, l=50 cm, c=25 cm, A0A and AB thin long rods, m3=5 kg, m4=5 kg. Mass number 4 is moving upwards with a constant speed of 0.8 meters/s. In this case, the graph of the change of T2 driving torque for the 0-90 degree range of value can be used in Matlab etc. Determine it by writing a code with the help of software. Provide this code, its output and a description of the code with your solution.

PLEASE MAKE WITH MATLAB or Python Codes.

I shared mathmetical solution.

.. 4 B 3 S4 G3 0 X T2 See here. jau acest l -f270-0) Go -a63 10-96) >x see along along a direchin. rsin (40 - 0) = l sun (226 - 4) -reas o = td sin (180 + 90 - 9) Solsin (90-9) -rease =-lewo then rsine de el sind do I doo Arsino Ising e del Nowee - rsine in y direchio su rxeon (0-40) + exeu (270-8) + leas (180 +90-0) rsine & l {cas (90-9)) e rsino-lsing l caso de leasex rsine do su dsy reuso do Freunde I sing dsu rease rsine tong do I 1 Now see posthian of point 9. sin o'ra) = sina co (180+d) You - reverber. + esinkrot) * See at the shaun ingent xG, is in (-ive direction -RG, r sin (0-90) +fe sin (278-6)) -rease +fe sin Iso +90-0)) = -rese +e cas -reas o te end XG- reer - -xG , d(269) = rsine do te sino de =-psino do texrsine dexsing Ising (x4) - () do Arsino + resin see me inertia ferees here. inostudio forse and jerene er always opposite of acceleration, y hay see as, will always hos erant as, asoy bem G* in ydir sko My ay (so you thours have 2' rallic laun 10 inaphonbrave at a, my aux Not only an) 9. 0 My Alvy Teo - inakin tore - Lux TX plied we bove achilly applied estend for the Te. internal freesa (due to inentin) Myau (alay ay anis) or (-su) (alang us axis) or (-44) My Assy (alas ay and) or (-Yst) (Prordia ferue) in ce direction. in (6) direkam. . 7. Aceming to principle & verhaal work. for at any instant bre bosal work done by the applied face / torque and the ineshon force / lerave = o. we give forque Te with de displacement applied energy of work done. (Tz xdel Work done due to inertia face are. W; : Myllyx dow) + m Aszex Ed (ks)) all area + my assy*(-d(Y6w)) + 13 % x + Ig * -do) wa Now he the thay aume be the ove discohin Leording to principle wat wi-o. 2 Watwi Ti Todo - Myan@ Sw) - my deszel 738) my ) , 2012 - m Assy Cd Yo) - Ty d - 1 db 20 Now see here. Tado - 01, do + 1, 2 d + my angeld ron) + my assy (dysi) + my au (dsu) from onu adron 0 df, dsu, pt value x 0763 de Ta do T, t+ 1, xrsne Ising + m Ossx* 1 ruinede + Mg Assy (reuocasine + My Ay x (rose-resino (de) from each side. Linally we get Te Ta + [, j xrwing + myksoze ($ -- vsainel 1 +mysr (eese - free . ! Final (Ars). poneddo remove + ); + Muay xr (ose - Wones many The asse, ass, are in tx, ty direcchin, Ou is in ty I, (moments derbia y link 2 O) put it'o'. Please maishis direction of assie, assy, ay, 8 12 .. 4 B 3 S4 G3 0 X T2 See here. jau acest l -f270-0) Go -a63 10-96) >x see along along a direchin. rsin (40 - 0) = l sun (226 - 4) -reas o = td sin (180 + 90 - 9) Solsin (90-9) -rease =-lewo then rsine de el sind do I doo Arsino Ising e del Nowee - rsine in y direchio su rxeon (0-40) + exeu (270-8) + leas (180 +90-0) rsine & l {cas (90-9)) e rsino-lsing l caso de leasex rsine do su dsy reuso do Freunde I sing dsu rease rsine tong do I 1 Now see posthian of point 9. sin o'ra) = sina co (180+d) You - reverber. + esinkrot) * See at the shaun ingent xG, is in (-ive direction -RG, r sin (0-90) +fe sin (278-6)) -rease +fe sin Iso +90-0)) = -rese +e cas -reas o te end XG- reer - -xG , d(269) = rsine do te sino de =-psino do texrsine dexsing Ising (x4) - () do Arsino + resin see me inertia ferees here. inostudio forse and jerene er always opposite of acceleration, y hay see as, will always hos erant as, asoy bem G* in ydir sko My ay (so you thours have 2' rallic laun 10 inaphonbrave at a, my aux Not only an) 9. 0 My Alvy Teo - inakin tore - Lux TX plied we bove achilly applied estend for the Te. internal freesa (due to inentin) Myau (alay ay anis) or (-su) (alang us axis) or (-44) My Assy (alas ay and) or (-Yst) (Prordia ferue) in ce direction. in (6) direkam. . 7. Aceming to principle & verhaal work. for at any instant bre bosal work done by the applied face / torque and the ineshon force / lerave = o. we give forque Te with de displacement applied energy of work done. (Tz xdel Work done due to inertia face are. W; : Myllyx dow) + m Aszex Ed (ks)) all area + my assy*(-d(Y6w)) + 13 % x + Ig * -do) wa Now he the thay aume be the ove discohin Leording to principle wat wi-o. 2 Watwi Ti Todo - Myan@ Sw) - my deszel 738) my ) , 2012 - m Assy Cd Yo) - Ty d - 1 db 20 Now see here. Tado - 01, do + 1, 2 d + my angeld ron) + my assy (dysi) + my au (dsu) from onu adron 0 df, dsu, pt value x 0763 de Ta do T, t+ 1, xrsne Ising + m Ossx* 1 ruinede + Mg Assy (reuocasine + My Ay x (rose-resino (de) from each side. Linally we get Te Ta + [, j xrwing + myksoze ($ -- vsainel 1 +mysr (eese - free . ! Final (Ars). poneddo remove + ); + Muay xr (ose - Wones many The asse, ass, are in tx, ty direcchin, Ou is in ty I, (moments derbia y link 2 O) put it'o'. Please maishis direction of assie, assy, ay, 8 12