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What is the solution to the equation 3 1 + 2x = 2 ? What is the solution to the equation 3 1 + 2x = 2 ? @Mathematics
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\[3^1+2x=2\]
^(1+2x)
wait whats the equation?
3^(1+2x)=2
3^(1+2x) = 2 I reckon
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Alright so heres how you do it...
ok
3^(1+2x) = 2 Take the log of both sides: log[3^(1+2x)]=(1+2x)log(3) (thats just a property of log) So now we have: (1+2x)log(3)=log(2) Distribute (1+2x) out: log(3)+2x(log(3))=log(2) And then just solve for x: 2x(log(3))=log(2)-log(3) x=(log(2)-log(3))/(2log(3)) <----- Thats the answer
my options are x=0.292.....x=-0.185...x=0.185...x=0.292
jp's answer is right. To get digits you'll need to use a calc.
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Alright... then its -0.185
I though you needed the answer in exact form
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