Tarea 3

 

Abtofrh`f Jhcofllf Sbrbzûb Cbrrbscisb >82>-4>-834= asbrbzubcNjhuje.fmu.et

]BTFB HHH H`strucchi`fs; B ci`th`ubchó`, sf lf prfsf`tb` u`b sfrhf mf pridlfjbs quf mfdfrâ rfsilvfr jfmhb`tf u` bleirhtji. ^rfsf`tf mhberbjb mf gluki, ^sfumicómhei y culjh`f trbslbmâ`mili b lf`eubkf C++. F`trfeuf lb prfsf`tf tbrfb fl mêb mfdhmbjf`tf hjprfsb –mhberbjb, psfumicómhei  y cómhei C++-, bmhchi`bl f`trfeuf ku`ti b su clbsf u` CM ci` li liss prierbjbs gu`chi`b`mi. 2 sili CM ci` timbs lbs tbrfbs mfl erupi.

 

2) Lis mbtis B, D, C y M rfprfsf`tb` `ûjfris f`tfris, fscrhdb fscrhdb lis jhsjis f` irmf` h`vfrsi

4)Mbmis lis mbtis f`tfris B y D, fscrhdb fl rfsultbmi mf lb sheuhf`tf fxprfshó`; (B + D)P4/3

 

3)Mbmb lb jbtrêculb y 6 cblhghcbchi`fs mf u` bluj`i idtf`hmbs b li lbrei mfl sfjfstrf, ci`struyb u` prierbjb quf hjprhjb lb jbtrêculb mfl bluj`i y fl prijfmhi mf sus cblhghcbchi`fs.

 

=)Fl prierbjb, mbmbs lbs ciirmf`bmbs mf mis pu`tis ^2 y ^4, cblculb lb mhstb`chb f`trf fstis mis pu`tis

6)Fscrhdb u` prierbjb f` mi`mf, mbmi ciji mbti u`b cb`thmbm mf mh`fri fxprfsbmb f` mólbrfs, lb ci`vhfrtf b Ruftzblfs.

 

7)Mbmi fl rbmhi y lb blturb mf u` chlh`mri, cblculf su ârfb y su vilujf`

5)Mhsfòf u` ^rierbjb quf, mbmis ciji mbtis fl thfjpi quf rfblhzb` lis pbrthchpb`tfs f` cijpftf`chb mf vflichmbm f` phstb y lb mhstb`chb mfl rfcirrhmi, cblculb lb vflichmbm mf lis jhsjis fxprfsbmb f` Ahlójftris pir oirb.

 

?)Fl prierbjb, mbmis ciji mbtis mis `ûjfris rfblfs, cblculbrâ lb sujb, lb rfstb y julthplhcbchó` mf mhcois `ûjfris. Ci`shmfrf 4 mêehtis she`hghcbthvis pbrb su rfspufstb.

8)Mbmi ciji mbti lis ebli`fs surthmis b u` clhf`tf f` u`b ebsilh`frb, cblculf jfmhb`tf u` prierbjb li quf fl jhsji mfdf pbebr.

 

2>)

Fscrhdb u` bleirhtji f` C++ f` mi`mf, mbmi fl `ijdrf mf u` mh`isburhi, su pfsi fxprfsbmi f` ti`flbmbs y su li`ehtum fxprfsbmb f` phfs1 fscrhdb fl `ijdrf mfl mh`isburhi, su pfsi y li`ehtum fxprfsbmbs f` Ahlierbjis y jftris rfspfcthvbjf`tf.