Asked by Joe
ln(5x + 7) = 8
Not looking for an answer, I’m just stuck. Could someone give me the steps to solve this?
Not looking for an answer, I’m just stuck. Could someone give me the steps to solve this?
Answers
Answered by
Bosnian
Remark:
e ^ ln ( a ) = a
So:
e^ ln ( 5 x + 7 ) = 5 x + 7
____________________
ln ( 5 x + 7 ) = 8
Cancel logarithms by taking expof both sides.
e^ ln ( 5 x + 7 ) = e ^ 8
5 x + 7 = e ^ 8
Subtract 7 to both sides
5 x + 7 - 7 = e ^ 8 - 7
5 x = e ^ 8 - 7
Divide both sides by 5
x = ( e ^ 8 - 7 ) / 5 = 1 / 5 ( e ^ 8 - 7 )
e ^ ln ( a ) = a
So:
e^ ln ( 5 x + 7 ) = 5 x + 7
____________________
ln ( 5 x + 7 ) = 8
Cancel logarithms by taking expof both sides.
e^ ln ( 5 x + 7 ) = e ^ 8
5 x + 7 = e ^ 8
Subtract 7 to both sides
5 x + 7 - 7 = e ^ 8 - 7
5 x = e ^ 8 - 7
Divide both sides by 5
x = ( e ^ 8 - 7 ) / 5 = 1 / 5 ( e ^ 8 - 7 )
Answered by
okay man
just ask ur teacher or math tutor
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