" If "(27)^(x)=(9)/(3^(x))," the value o...

" If "(27)^(x)=(9)/(3^(x))," the value of "x" is "

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" If "(27)^(x)=(9)/(3^(x))," the value of "x" is "
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27^x=9/(3^x), Find the value of x
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If 27^x=9/(3^x), find xdot
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lim(x rarr0)((27+x)^((1)/(3))-3)/(9-(27+x)^((2)/(3)))
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If 9^(2x-7)=(27)^(x-4), then find the value of 3^x.
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If "log"(3) x + "log"(9)x^(2) + "log"(27)x^(3) = 9, then x =
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यदि 27^(x)=9/(3^(x)), तो x का मान ज्ञात कीजिए:
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The value of lim (xto0) (27^(x)-9^(x)-3^(x)+1)/(sqrt5 -sqrt(4+cos x)) ...
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If 2 : 9 :: x : 27, find the value of x.
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