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09-20-2016, 03:33 PM
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#37
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09-20-2016, 09:21 PM
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#38
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09-21-2016, 06:30 AM
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#39
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$Q24)solve in [0,\pi ]$
$sin^{10}x+cos^{6}x=1$
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09-21-2016, 11:33 AM
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#40
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09-21-2016, 11:18 PM
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#41
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URL="http://alnasiry.net/forums"]
[/URL
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09-24-2016, 12:26 AM
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#42
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$Q25)\sqrt[4]{1-x}+\sqrt[4]{15+x}=2$
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09-24-2016, 11:44 PM
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#43
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09-27-2016, 04:07 PM
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#44
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$Q26)\left | \frac{x^{2}-4x+3}{x^{2}-7x+10} \right |=-(\frac{x^{2}-4x+3}{x^{2}-7x+10})$
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09-27-2016, 06:51 PM
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#45
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09-30-2016, 11:13 PM
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#46
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$Q27)\frac{2sin^{2}x+2cos^{2}(x+\frac{\pi }{4})-1}{\sqrt{6x-x^{2}}}=0$
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10-02-2016, 12:13 PM
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#47
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10-02-2016, 11:00 PM
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#48
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$Q28)(x^{2}-6x+6)^{x^{2}-2}=(x^{2}-6x+6)^{4x-5}$
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