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Find all real solutions of the following equation log 3 x +log 3 (x-24) =4
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\[\log_{3}x+\log_{3}(x-24)=4 \]
my answer is no real solutions
\[\log_3(x^2-24x)=4\] \[x^2-24x=3^4=81\] \[(x+12)^2+81+144=225\] \[x+12=\pm\sqrt{225}\] \[x+12=15\] \[x=3\]
i came up iwth -27,3 and so neither of these would suit the equation right?
yes that is right. you cannot use 3 or -27
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k thanx
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