Matematicas-15 Mayo

 

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Sbgvcrsg`f` Bfogdbfj Fhgcrtf y f @gstfbogf Eftceætgofs pfrf jf Xcsdjuogÿb `c Yrdhjcefs Oÿ`gmd1 36=9?6FT6606 Ocbtrd drgcbtc

 

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?. Sb hus `chc rcodrrcr 6>9 ke., sfhgcb`d quc cj hus yf nf rcodrrg`d jf qugbtf pfrtc `c cstc. ´Vuç `gstfbogf jc lfjtf fj hus rcodrrcr4 6. Odeprcb`cr cj prdhjcef - ´Ouæj cs jf gboÿmbgtf4

 ´Vuç `gstfbogf jc lfjtf fj hus rcodrrcr4 - ´Ouæjcs sdb jds `ftds4 Sb hus rcodrrc 6>9 ke - ´Ouæj cs jf odb`gogÿb4 Cj hus rcodrrgÿ jf qugbtf pfrtc. 8. Odbochgr cj pjfb

f) Cstfhjcoceds ubf rcjfogÿb `c cqugvfjcbogf cbtrc jds `ftds y jf gboÿmbgtf scmñb jf odb`gogÿb.  h) Ldreujfeds jf coufogÿb scmñb jds `ftds, jf gboÿmbgtf gboÿmbgtf y jf odb`gogÿb. o) Xcsdjvceds jf coufogÿb fpjgofb`d prdpgc`f`cs. `) Odeprdhfeds cj rcsujtf`d. ?. Cacouogÿb `cj pjfb

f) Cstfhjcoceds ubf rcjfogÿb `c cqugvfjcbogf cbtrc jds `ftds y jf gboÿmbgtf scmñb jf odb`gogÿb.

Xcodrrg`d tdtfj `cj hus cs `c 6>9 Ke.  h) Ldreujfeds jf coufogÿb scmñb jds `ftds, jf gboÿmbgtf gboÿmbgtf y jf odb`gogÿb (6>9 / 3) ‟ 6>9 5 ^ o) Xcsdjvceds jf coufogÿb fpjgofb`d prdpgc`f`cs.

(6>9 / 3) ‟ 6>9 5 ^ (?9 5 ^  - 600 5 ^ 5 - 600 `) Odeprdhfeds cj rcsujtf`d.

 

_c rcfjgzÿ jf ldreujf tcbgcb`d cb oucbtf quc cj rcodrrg`d `cj hus cs `c 6>9 Ke cb tdtfj y sc `gvg`d cb 3 `chg`d f quc cj hus nf rcodrrg`d jf qugbtf pfrtc `cj trfycotd, oded jf gboÿmbgtf bds pg`c g`cbtglgofr cj trfycotd quc fñb jc rcstf fj hus pdr csd sc rcfjgzf ubf rcstf `c 6>9 pfrf `ctcregbfr ouæbtds Kgjÿectrds lfjtfb. Yfrf jf odeprdhfogÿb `c `gond cacrogogd 0. Cxfegbfr jf sdjuogÿb dhtcbg`f.

´Jf sdjuogÿb cs odrrcotf4 _g cs odrrcotf ´Pu rcspucstf sftgslfoc jd cstfhjcog`d cb cj prdhjcef4 _g sc jdmrf jf sdjuogÿb, sc nfjjf cj rcodrrg`d quc jc lfjtf `fr fj hus. 69. Yc`rd tgcbc 8? föds y su ncrefbd 3 föds ecbds. @cbtrd `c 68 föds, ´Vuç c`f` tcb`ræ of`f ubd `c cjjds4

 

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Mdbzæjcz rcmföf, f. A. (896