Solve 8x - 2 = 3 (2 points) Answer x ≈ 2.52 x ≈ 0.26 x ≈ 2.74 x ≈ 0.40
8x = 5 x = 5/8 x = .625 your options r wrong again
The answer is not one of the options. :\
It has to be!!!
I'd say 0.40?
When presented with an exponential equation such as 2x = 8, you solve for the variable by turning 8 into an exponential expression with a base of 2. 2x = 8 2x = 23
logb xy = y logb x
my answer is 100% correct...either ur question is wrong or ur teacher has typed something else
thank you for your input:)
It's machinely put
hold u shud have included logs before lol
a machine makes up these probs
yeah they're logs
\[8^{x-2} = 3\] Is this the problem?
Ah, then the answer is x ≈ 2.52.
Start out by using the fact that: \(x^ax^b = x^{a+x}\) \[8^{x-2} = 3\] \[8^x8^{-2}=3\] multiply both sides by \(8^2\) \[8^x = 3*8^2 = 192\] take the log base 8 on each side \[\log_8{8^x} = \log_8 192\] \[x = \log_8{192} \] rewrite the right side to base 10 or e so you can put it in your calculator \[x = \frac{\log 192}{\log 8} \approx 2.52\]
thank you everyone!!!!!!! that helps sooooo incredibly much!!!!!!!!!!!!!!!!!
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