ghgbjhjmhk,k,jlk
jhtgjyhvbn k,jlk;lyhigtujv.hbdfzgn
jkl jkldf jkladj k;lkasdjf jlk;/dftf
To find the measure of arc JK, we can use the fact that the measure of an angle formed by two chords is half the sum of the measures of the arcs intercepted by the angle. Given that angle JLK is 37 degrees and the arc MN is 45 degrees, we can find arc JK as follows: Measure of angle JLK = (arc JK + arc MN) / 2. Substituting the known values, we have: 37 = (arc JK + 45) / 2. Multiplying both sides by 2 yields: 74 = arc JK + 45. Finally, solving for arc JK gives us: arc JK = 74 - 45 = 29 degrees.
hkjllhjkjfalksjhf;lasjflkasjfdlkasjdksajfljas;lfdkjsa;lkfdjsa;lkjdf;lksajf;lkasjdfgl;kasjf;las;j;asdlfkjas;klj;lja;las;lkjasdf';jas;fja;fasfkas;jflasjf;lkasjflk;jasf;lkjas;lfja;KSFJAL;KSJF;LKASJFLKAJSFLKAJSFLKJASFKLJASFLJASDFL;KJASFKLJSA;LFJASLKVJNAOKNVSNHOIVBNVKNVKAG;LJJ;LKFD;LJK;LJJKJ;J;LK;LJ;LJ;LJ;LJASD;LJASF;LA;L;LJK;JJ;AQ;LKG;ASLKFAJA;KSL;FJDKJ;LKJLKDKJFDLJLKFDDKJLFJK;LJ;LKDKJJLKALKJ;JLK;JFJ;KJ;KLA';LKASFD;LKAJSFLKJAFKLJHAS;LFJASLKJALKNV;OAIVN AICOBNLKJAL;KFLAKDJFKASKLJ;FKJAL;KDJFA;LJFDKL;JA;SJFD;KLAJDF;AS;LKAFSJ;LKF;LKJD;KLFJA;SLKFASFDGDSFASDFASFAQSDFAFDWCDFDCFDSCCSXXXDXCXSDAKJLAFKL;JDFKLJDLKJFDJKSAJ;KJLKJ;JKLAS;DLKAJS;DLFA;LKJASKFJ;LKASJFAKLGJLKFJHJ;INFCAOKPOM JSSKL;ASDFK;LSD;KLDAFJKLFDLK;DA;KLJAD;JLFJK;LAJDASKJLFJLA;FDLKAJADLFJALSD;AF;JASJD;ALKJDL;ASJ;AJA;SJ;SADLJKFAS;A;KL;D;JLLKJFD;JLKA;LKJ;JLK;LKJ;JLKFAJ;A'FJL ;O98UHGRSZT 4UHOT4O03RILJNGOI4-3.LJGN3O2IPFD432OIPFJERG3I4O3RFEJVN 4I[.F8LONHEJWDIHBEDIFEBVIEHDFVIE2DNOIE3JNFVERDHVFNEFNVEOIFNVDEO2FDHBVDNEWODHVF AQFAF AS FAS FAS FAF A FDA F FSA AFSASDF ASF ASF ASF FA AS ASF AS A f asfd asg afhg fnh etyj jt j yjtzac a adbf 'hdr'lfwueg we eg g g ege gwetch g rtv eht ce tth nvrn n vnh vnh vn vnv vnfg vnfg nhv bfb gsd fgs fg s gsj jyhb b rbbr br b br