13. If 3n = 27, then 3n-2 equals.43(c) 1(d)if 3 and if 3 ki power n is

1.	13. If 3n = 27, then 3n-2 equals.43(c) 1(d)if 3 and if 3 ki power n is equal to 27 then 3 ki power n minus 2
Answer» $\mathfrak {Yo \:Mate !}$ Your correct question : If $\sf {3^{n} = <klux>27</klux>}$ , find the VALUE of $\sf {3^{n-2}}$ SINCE, I'm unaware of the correct question, I'll give the VALUES of both $\sf {3^{n} -2}$ and $\sf {3^{n-2}}$ Solution:- $\sf {3^{n} = 27}$ =》 $\sf{3^{n} = 3^{2}}$ .•. n = 3 Now :- $\sf {3^{n} -2}$ =》 $\sf {3^{3} - 2}$ =》 27 - 2 =》 25 And :- $\sf {3^{n-2}}$ =》 $\sf {3^{3-2}}$ =》 3

13. If 3n = 27, then 3n-2 equals.43(c) 1(d)if 3 and if 3 ki power n is equal to 27 then 3 ki power n minus 2

Answer»

$\mathfrak {Yo \:Mate !}$

Your correct question :

If $\sf {3^{n} = <klux>27</klux>}$ , find the VALUE of $\sf {3^{n-2}}$

SINCE, I'm unaware of the correct question, I'll give the VALUES of both $\sf {3^{n} -2}$ and $\sf {3^{n-2}}$

Solution:-

$\sf {3^{n} = 27}$

=》 $\sf{3^{n} = 3^{2}}$

.•. n = 3

Now :-

$\sf {3^{n} -2}$

=》 $\sf {3^{3} - 2}$

=》 27 - 2

=》 25

And :-

$\sf {3^{n-2}}$

=》 $\sf {3^{3-2}}$

=》 3

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13. If 3n = 27, then 3n-2 equals.43(c) 1(d)if 3 and if 3 ki power n is equal to 27 then 3 ki power n minus 2 ​