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Find the value of log100,000
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Find the value of log100,000
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Oct 16, 2021
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Find the value of log100,000
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Explanation:
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Rewrite each equation in a different form. Solve for x. a) log100=x b) log₇1=x c) log(↓x)36=4 d) log₂x=-3 e) log₄1/16=x f) 2∧x=12
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og(3x-2)<=2 4. logx+log(x-3)=1 5.-ln(1-2x)+1=g(x) III. Find the value of the following. log_(7)49 log_(27)3 log_(2)(1)/(128) log100 lne
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Log1*log2*log3……..log100 = ____
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