Boshlang'ich sinflarda matematika o'qitish metodikasi
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J o riy y il u c h u n b u n d a y ta b e l- k a le n d a m i o l q u v c h ila m in g o ‘z la ri o ‘q itu v c h i ra h b a rlig id a m e h n a t d a rs la r id a ta y y o rla y d ila r . 2. S o a tla rn in g n a m o y is h m o d e lla ri. 3. M a k ta b o ‘q u v c h is in in g k u n d a lik re jim li ja d v a lla r i. B irin c h i d a r s d a b o la la rd a y il, o y , h a f ta h a q id a g i ta s a v v u rla m i s h a k lla n tir is h g a d o ir is h la r b a ja rila d i. Y ild a o y la rn in g k e lish ta rtib in i m u s ta h k a m la s h m a q s a d id a rim r a q a m la ri b ila n (I-X II) y a rm i k iritila d i. S u tk a tu s h u n c h a s i s u tk a n in g b o la la rg a ta n is h boM aklari boM gan e rta la b , k u n d u z i, k e c h q u m n , tu n tu s h u n c h a la ri o rq a li k iritila d i. U n d a n ta s h q a ri v a q tin c h a lik q u y id a g i k e tm a -k e tlik k a a s o s la n a d i: oM gan k u n i, k e c h a , b u g u n , e r ta g a , e rta d a n k e y in . 0 ‘q u v c h ila rg a k a le n d a rd - a g i c h is lo la r s u tk a la m i ifo d a la s h n i, s u tk a la r k e c h a s i so a t 12 d a b o sh - la n is h in i tu s h u n tiris h k e ra k . S h u n d a n k e y in s o a t v a m in u t q a ra la d i. M a m la k a tim iz h a y o tid a n o lin g a n m is o lla r, z a v o d v a fa b rik a la r 1 - m in u td a , 1 -is h k u n id a q a n c h a m a h s u lo t is h la b c h iq a ris h la ri h a q id a g i so n m a M u m o tlar k a tta ta rb iy a v iy a h a m iy a tg a eg a. S o a t v a m in u t b ila n ta n is h tiris h g a b a g M sh lan g a n b irin c h i d a rs- d a y o q v a q t o M chovlari o ra s id a g i m u n o s a b a tla r a y tila d i: b ir s u tk a 2 4 s o a td a n , 1 -s o a t 6 0 -m in u td a n ib o rat. 171 |
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