MY CONSIDER IF NUMBER Is FLUID OR SOLID OR PLASMIC

IF NUMEBR FO TWO DIFEFERNT LIQUID THAT THEY AHVE DIFFEERNT GRVOTY IF TEH WTO NAGLE COS AND SIN WILL ARE LQIUID AND SOILDI SO DUE TO DIFEFRNT GRVAIYT THEY WILL AHVE COS AND SIN ANAGEL DIFFERNETLY BUT WILL GIVE EQUALS ANSER LIKE COS 90 DEGREE +I SING 30 DEGREE WILL GIVE E PWO I NINITY DGERE WITH G OEPRTAOR BUT ITS DIFEFRS GARVITH ANGLE LIKE THERITY DEGRE G AND NINTYT DDGERE G IF NUMEBRS ARE FROM DIFFERENT GRVAIYT IF THE NUMEBR HAVE DIFFERENT GRVAIYT MEANS 0 HAVE GENETCI DIFFERENCE FROM DIFFERENT ZERO BUT ALOS HAVE DIFFERENT GRVOTY THEN DIFFEREHT GRVAITY THAT CALLED MATHMATIC AL GARVITY TAHT THE WYA NUMBERS OF DIFFERENT GRVAIYT IS NOT EQAULS TO NUMBERS OF OTEHR GRVAITY SO IF WE FLOW THE NUMEBR IN FLUIDS IN DIFFEENT GRVAIYT SO NUMEBR BECOME ACCELRATIONA ND FORC PARTS , BUT IF NUMEBR IS DIFFERNET GRVAIYT FROMS SO IF NUMEBR HAS DIFFERENT GRVAIUYT THEN THEY DIEFFER WITHE AHC OTHER THEH IT GIVE BRIHT DIFFERENT GRAVIYT ALGBERA FLUID ALGBERA FLUID COMPLEX GRVAIYT ALGEBRA COMAPLEX GRVAIYT ANALYSIS SO GRVAIYT AKLGBRA HERE ALL IS EPDN ON GRVAIYT THIR ASSCOTION COMULLATIVE ALL DEPDN ON GRVAUYT IF THE VAIRBALE AHVE SYMEMRTCOTY WITH GAVRITY TEHN THEY PORUCDE TEH ALGEBRICAL PHENOMEOSN BUT IF THEY DIFEFR FROM GRVIVYT TEHN TEH PRATICALALY GRVAITY ALGEBR AWITH SAME WAY FLDUI ALGEBRA IN WHCIH DIFEFRNT GRVAITY FLDUI WILL FIDN TEH EROPATION FO ALGEBRATICAL WITH GRVAITY NUMEBR SIF THEY ARE EQUAL WITH GRVAITY EQLAULITY TEHN THYE PRODUCE FLDUI ALGEBRA COMPLEX GRVAITY ALGRBA IT AHVE IAMGAINAYR GRVAITYA ND REAL GRVAIYT IN IT IE WE EMRGE BOTH MEANS COMPELX AAVIRBALE AMD EWITH TEH COMMON GRVAITY AND COMPELX NUMEBR OR VARIBALE WITH THE DIFFERENT GRVAIYT COMPLEX GRVAITY ANALSYIS COMLEX GRVAITY ANAYASYIS ITS TSUDY TE RGVAITU VARAIBLE TAHT SI DIFFER BY OWN GRVAITY MENAS EPOWIX IF DIFFER WITH TEH GRVAITY G MEANS THEN WE CHEKC THE THE REAL AND IMAGAINRY NUMEBR WITH THEIR GRVAIYT COS THETA +I SIN THETA SO HEER ANGLE WITH DIFFERENT GRVAITY MEANS ANGLE WILL CHNEG IR NOT CHNAGE MEANS TWO DIFFERNT AGNGLE WILL BE EQUAL TO THE LIKE COS THIRTY DGRRE+ I SIN NINYT DGEREE WILL BE EQUAL CONSIDER BECAUSE THERI GRVAIYT IS SAME THAT PRODUCT GIVEN SAME MEANS VETCOR .COS ANGLE TO THE THE E GIX MEANS E PWO GIX MEANS MENAS WITH GRVAITY COSTANT ATHT EMRGE WITH BOTH SIDE LIKE GCOS THATE + I SIN G SIN THAT BUT HERE GRVAITY WILL COME TO DIFERNET EMANS IT COUDL DIFFERENT LIKE G1COS THETA+ I G12 SIN THETA SO THSI WAY WE HAV TO RUN THE RGVAITY COMPLEX REAL ANALYSIS :-->IN IT UPEPR BOUDN AND LWOER BOUDN GRVVAITY TAHT BRINGT WITH INETGRAL AND DIFFERNATAITONL PART MEANS GRVAITY E;PRIOD AND MIXED GRVAITY PERIOD AND DXG OR dxg means dx is gvrity aprt that privdie the eprido mdoifcaito in the integral means if inetral period three to 7 then it change by dx grvaity and varible like x squqre taht give it must to chake teh balance with two grvaity then by accleration it ultipleied by differnet avirbale or it same vairbel to provid varaiable vector analysis:-> in it grvauty mean vetcor si run through teh grvaity GARVITY TOPOLGOY:-->IN IT EXTERIO AND INETRIO IN SAPCE OF RGVAITY SOE SHAPE DIELUSTIC DIFEFR BUT DUE TO DFEFRENT SATE OF DSIATNE THEY COSNDIER TEH SAME SHAPE EVEN THEY DIEALSITIC IN THERI SAPCE IS UN EQUAL