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You know log X = 0,5021, log Y = 0,2198, And log Z = 0,6971. So , log 6.X ^3.Y ^3.Y 2.Z =. . .
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I'm not sure what this expression means exactly 6.X ^3.Y ^3.Y 2.Z here's a trick you might find useful though if you know log(x) = something you can use the rule: \[\log_{ } x ^{a} = a*logx\] log(x^3) = 3log(x)
hope that helps:)
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