Math, asked by jessy83, 1 year ago

show that log 105/605=2 log 2+3log 3-log5-2log 11

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Answered by BhaveshMalviya

Show that log 105/605=2 log 2+3log 3-log5-2log 11 Get the answers you need, now!

BhaveshMalviya: plz like

Answered by abdul9838

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$\huge \: Hola \\ \\ hey \: dude \: here \: is \: Ans \\ \\ \huge \: Answer \\ \\ \underline{Step \: by \: step \: explaination} \\ \\ \huge \bf \: given \: that \\ \\ \bf \: log( \frac{105}{605} ) = 2log \: 2 + 3log \: 3 - log \: \\ \bf \: 5 - 2log \: 11 \\ \\ \bf taking \: lhs \\ \\ \bf \: log( \frac{105}{605} ) \\ \\ \bf \: as \: we \: can \: write \\ \\ \bf \: log \: 105 - log \: 605 \\ \\ \bf \: log(3 \times 5 \times 7) - log(11 \times 11 \times 5) \\ \\ \bf \: log \: 3 + log \: 5 + log \: 7 - log \: {11}^{2} - log \: 5 \\ \\ \bf \: log \: 3 + log \: 7 + log \: 5 - log \: 5 - 2 \: log \: 11 \\ \\ \bf \: log \: 3 + log \: 7 - 2log \: 11 \\ \\ \\ \bf \: this \: is \: possible \\ \\ \bf \underline{according \: to \: ur \: question \: } \\ \\ \bf \huge \: lhs \: \cancel = \: rhs$

jessy83: thanks

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show that log 105/605=2 log 2+3log 3-log5-2log 11​

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show that log 105/605=2 log 2+3log 3-log5-2log 11