2^log2(e)^log5^log5^7^log7^log10^10(8x-3) =13 find the value of x

Question

Anish Singhal · Answer

Everything will be simplify to 8x-3=13 hence x=2. Use property a^logbase(a)x=x

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2^log2(e)^log5^log5^7^log7^log10^10(8x-3) =13 find the value of x

2^log2(e)^log5^log5^7^log7^log10^10(8x-3) =13 find the value of x

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2^log2(e)^log5^log5^7^log7^log10^10(8x-3) =13 find the value of x

2^log2(e)^log5^log5^7^log7^log10^10(8x-3) =13 find the value of x

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