
136
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Ijb\_^bl_ ih ^\Z ijbf_jZ kh_^bg_gbc wlbo we_f_glh\ \ oZjZd
l_jguokl_i_gyohdbke_gbybgZah\bl_bo
2. KjZ\gbl_ we_dljhggmx kljmdlmjm Zlhfh\ ojhfZ b k_ju DZdb_
kl_i_gbhdbke_gbyj_Zebamxlky^eywlbowe_f_glh\"<dZdhckl_
i_gbhdbke_gbywlbwe_f_gluijhy\eyxlkoh^kl\h\k\hckl\Zo"
3. DZdb_hdkb^uh[jZamxlkyijbijhdZeb\ZgbbojhfZfheb[^_gZb
\hevnjZfZgZ\ha^mo_"
4. HoZjZdl_jbamcl_hlghr_gb_ojhfZfheb[^_gZb\hevnjZfZd\h
^_dbkehlZfbs_ehqZfIhq_fmojhfg_jZkl\hjy_lky\\h^_oh
ly(
o
Cr3+/Cr
= -0.74 B?
5.
DZd baf_gyxlky dbkehlgh
-
hkgh\gu_ k\hckl\Z hdkb^h\ \ jy^m
CrO – CrO
3
" Ijb\_^bl_ j_Zdpbb ihdZau\Zxsb_ Zfnhl_jghklv
]b^jhdkb^ZojhfZ,,,DZd\aZbfh^_ckl\mxlhdkb^uojhfZ,,,,,
9,kkheyghcbk_jghcdbkehlZfb"
6.
DZdbaf_gyxlkydbkehlgu_k\hckl\Z\jy^m+
2
CrO
4
– H
2
WO
4
?
7.
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CrCl
3
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3
;
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3
)
3
Â1D,Â1D%U
K
2
SO
3
Â&U
2
(SO
3
)
3
Â+
2
O.
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i_j\bqghcb\lhjbqghcwe_dljheblbq_kdhc^bkkhpbZpbbwlbokh
_^bg_gbcGZibrbl_\ujZ`_gb_dhgklZglug_klhcdhklb^eybhgZ
[Cr(NO
3
)
3
BrI
2
]
3-
.
8.
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3+
\ \h^guo jZkl\hjZoijb jZaebq
guojG"Ijb\_^bl_bgZah\bl_\hafh`gu_dhfie_dkgu_kh_^bg_
gby&U
3+
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9.
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2
(SO
4
)
3
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jZkl\hjh\ khe_c&U
3+
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gZ"Fh`ghebihemqblv\\h^guojZkl\hjZo&U
2
S
3
?
10.
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dbkemxkj_^m"DZdbaf_gblkyhdjZkdZlZdh]hjZkl\hjZijb^h[Z\
e_gbb s_ehqb" Ijhbeexkljbjmcl_ khhl\_lkl\mxsbfb mjZ\g_
gbyfbj_Zdpbckhklhygb_jZ\gh\_kby
Cr
2
O
7
2-
+ H
2
O
⇔
2CrO
4
2-
+2H
+
?
11.
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^bojhfZlZ dZeby \uiZ^Zxl hkZ^db h^bgZdh\h]h khklZ\Z" JZk
kfhljbl_hdbkebl_evgu_k\hckl\Z.
2
Cr
2
O
7
ijbjZaebqguojGjZk
l\hjh\