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The value of $81^{(1 / \log_{5} 3)} + 27^{\log_{9} 36} + 3^{4 / \log_{7} 9}$ is equal to

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Correct option is D

811/log5 3+27log9 36+34/log7 9=34 log3 5+33.12 log336+34 log9 7=3log3 54+3log3 363/2+3log3 74/2=54+363/2+72=890.

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The value of 811/log5 3+27log9 36+34/log7 9 is equal to

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The value of $81^{(1 / \log_{5} 3)} + 27^{\log_{9} 36} + 3^{4 / \log_{7} 9}$ is equal to