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Logarithmic equation Solve (Posting in a moment)
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\[\log_{10} z+ \log_{10} (z+3) = 1\]
Use this property.. log a (b) + log a (c) = log a (b*c) and solve.
you can write this as \[\log_{10} (z \times (z+3)) = 1\]
Okay thanks, one sec.
\[so, z(z+3) = 10\]
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You than have to solve a quadratic.
okay im trying to solve just gimme a sec XD
I got z=2
Yes correct
bravo
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@ mebs... can you explain why -5 isn't valid...?
@campbell_st It is... I didn't check lol...
Alright.. Never mind... there is one more solution..
ok
|dw:1375991352177:dw|
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