Úáì ÎØì ÇÓÊÇÐäÇ ÇáßÈíÑ ÈáÇá ÇáÚÑÇÞí
$Q29)\sqrt{x+3-4\sqrt{x-1}}+\sqrt{x+8-6\sqrt{x-1}}=2\sqrt{x-1}-5$
$Q30)\sqrt{x-1-2\sqrt{x-2}}+\sqrt{x+7-6\sqrt{x-2}}=-2\sqrt{x-2}+4$
"ÇáÑíÇÖíÇÊ åí Êáß ÇáãÊÚÉ ÇáÊí íÈÍË ÚäåÇ ÇáÃÐßíÇÁ æíÍÇæáæä ÇÓÊßÔÇÝ ÃÓÑÇÑåÇ æÍá ãÌåæáÇÊåÇ"
ÏãÊ ßÈíÑÇ" ÈÊæÇÖÚß ÞÈá Úáãß ÇÓÊÇÐäÇ ÝáÇÍ ÇáäÇÕÑí æááÊäæíÚ æÇáãÔÇÑßÉ ÇÞÏã
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$Q31)\left | x^{2}-5 \right |+\left | x^{2}-2 \right |=3$
$Q32)\left | x-\left | 6-x \right | \right |-3x=6$
$Q33)\left | x^{2} -2x\right |-\left | x^{2}-1 \right |=2x^{2}-2x-1 $
ÇáÊÚÏíá ÇáÃÎíÑ Êã ÈæÇÓØÉ ÝáÇÍ ÇáäÇÕÑí ; 12-03-2016 ÇáÓÇÚÉ 02:23 PM
"ÇáÑíÇÖíÇÊ åí Êáß ÇáãÊÚÉ ÇáÊí íÈÍË ÚäåÇ ÇáÃÐßíÇÁ æíÍÇæáæä ÇÓÊßÔÇÝ ÃÓÑÇÑåÇ æÍá ãÌåæáÇÊåÇ"
$Q34)2cosx=\pi ^{x}+\pi ^{-x}$
"ÇáÑíÇÖíÇÊ åí Êáß ÇáãÊÚÉ ÇáÊí íÈÍË ÚäåÇ ÇáÃÐßíÇÁ æíÍÇæáæä ÇÓÊßÔÇÝ ÃÓÑÇÑåÇ æÍá ãÌåæáÇÊåÇ"
ááÊÐßíÑ ¿¿¿¿¿¿¿¿¿¿¿¿¿¿¿¿¿
"ÇáÑíÇÖíÇÊ åí Êáß ÇáãÊÚÉ ÇáÊí íÈÍË ÚäåÇ ÇáÃÐßíÇÁ æíÍÇæáæä ÇÓÊßÔÇÝ ÃÓÑÇÑåÇ æÍá ãÌåæáÇÊåÇ"
$35)y^{2}+3=5\sqrt{xz}.....(1)$
$z^{2}-16=3xy\sqrt{9-25xz}......(2)$
"ÇáÑíÇÖíÇÊ åí Êáß ÇáãÊÚÉ ÇáÊí íÈÍË ÚäåÇ ÇáÃÐßíÇÁ æíÍÇæáæä ÇÓÊßÔÇÝ ÃÓÑÇÑåÇ æÍá ãÌåæáÇÊåÇ"
ÇáÐíä íÔÇåÏæä ÇáãæÖæÚ ÇáÂä: 1 (0 ãä ÇáÃÚÖÇÁ æ 1 ÒÇÆÑ)
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