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What is the value of e^In7x a.1 b.7e c.7x d.7

What is the value of e^In7x a.1 b.7e c.7x d.7
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What is the value of e^In7x a.1 b.7e c.7x d.7

User Sourav Purakayastha
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\bf \textit{Logarithm Cancellation Rules}\\\\ \boxed{log_a a^x= x}\qquad \qquad a^(log_ax)=x\\\\ -------------------------------\\\\ e^(ln(7x))\implies e^(log_e(7x))\implies 7x
User Romaneso
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The Answer is C.) 7x
Just took the test!

User Einord
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