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e^(4x−10)=13
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Please someone help. I have a test tomorrow and I don't understand this.
We just did this one :( & You got it right lol
it's not ln(13)
you can use the inverse of exponential e, log base e or natural log \[\large \ln(e^u)=u\]
nooo... we got so far up to : \[4x-10=\ln(13)\] right? now just solve for x
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x=(ln(13)+10)/4
but we're not allowed to use our calculators so how would i solve it
That's the right answer DW haha
in exact form **
OH NVM i'm so stupid i didn't see it correctly thank you.
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NP :D You did it all yourself lol
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