How do you solve #−10 + log_ 3 (n + 3) = −10#?
1 Answer
Jan 25, 2016
Explanation:
#-10 + log_3(n+3) = -10#
First of all, add
#<=> color(white)(xx) log_3(n+3) = 0#
To "get rid" of the
#<=> color(white)(xx) 3^(log_3(n+3)) = 3^0#
... don't forget that for any number
#<=> color(white)(xxxxx) n + 3 = 1#
... subtract
#<=> color(white)(xxxxxx) n = -2#