Answer the above question.
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hi ur answer is 14
now come to the explanation:-
{3^(3n+4) / 3^(2n-1)}^2 = 3^y.......................(1)
Given that the value of n is 2....so putting the value of n in eq....(1)
{3^(6+4) / 3^(4-1)}^2=3^y
(3^10 / 3^3)^2 = 3^y
{3^(10-3)}^2= 3^y
(3^7)^2=3^y
3^7 ×3^7 =3^y
3^(7+7)=3^y
3^14=3^y
so the answer is y=14
hope it will help you ☺️
now come to the explanation:-
{3^(3n+4) / 3^(2n-1)}^2 = 3^y.......................(1)
Given that the value of n is 2....so putting the value of n in eq....(1)
{3^(6+4) / 3^(4-1)}^2=3^y
(3^10 / 3^3)^2 = 3^y
{3^(10-3)}^2= 3^y
(3^7)^2=3^y
3^7 ×3^7 =3^y
3^(7+7)=3^y
3^14=3^y
so the answer is y=14
hope it will help you ☺️
silu12:
hope it will help you ☺️
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