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how do i solve these logs? log1/2 (3x+1)^1/3= -2 3^(x^3)= 9^xAsked by kayla
how do i solve these logs?
log1/2 (3x+1)^1/3= -2
3^(x^3)= 9^x
log1/2 (3x+1)^1/3= -2
3^(x^3)= 9^x
Answers
Answered by
Dune
Wooah i don't get that ;]
do you understand mine?
do you understand mine?
Answered by
Quidditch
Check your previous post for the solution to problem 2.
Answered by
Reiny
first problem
convert your equation to exponential form
(1/2)^-2 = (3x+1)^1/3
2^2 = (3x+1)^1/3
4 = (3x+1)^1/3 , cube both sides
64 = 3x+1
63 = 3x
x = 21
convert your equation to exponential form
(1/2)^-2 = (3x+1)^1/3
2^2 = (3x+1)^1/3
4 = (3x+1)^1/3 , cube both sides
64 = 3x+1
63 = 3x
x = 21
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