[(1/216)^-⅔] / [(1/27)^-4/3] = x
Find x here.
Answers
Answered by
3
hello users ......
we have to find :
x = ?
solution :-
[(1/216)^-⅔] / [(1/27)^-4/3]
= [ 216^ ⅔ ] / [ 27^ 4/3]
= (6³)^⅔ / (3³)^ 4/3
= 6² / 3^ 4
= 36 / 81
= 4 / 9 answer
✪✪ hope it helps ✪✪
we have to find :
x = ?
solution :-
[(1/216)^-⅔] / [(1/27)^-4/3]
= [ 216^ ⅔ ] / [ 27^ 4/3]
= (6³)^⅔ / (3³)^ 4/3
= 6² / 3^ 4
= 36 / 81
= 4 / 9 answer
✪✪ hope it helps ✪✪
Answered by
1
Heya...
Here is your answer ---
[(1/216)^ -2/3] / [(1/27)^ -4/3]
We can write it by taking the denominator of the fractions in place of numerator and changing the negative sign of the power to positive.
Here,
(216^2/3) / (27^4/3) = x
(6^3×2/3) / (3^3×4/3) = x
(6^2) / (3^4) = x
6×6 / 3×3×3×3 = x
2×2/3×3 = x
(2/3)^2 = x
4/9 = x
Hence, the value of x is 4/9.
HOPE IT HELPS...!!
Here is your answer ---
[(1/216)^ -2/3] / [(1/27)^ -4/3]
We can write it by taking the denominator of the fractions in place of numerator and changing the negative sign of the power to positive.
Here,
(216^2/3) / (27^4/3) = x
(6^3×2/3) / (3^3×4/3) = x
(6^2) / (3^4) = x
6×6 / 3×3×3×3 = x
2×2/3×3 = x
(2/3)^2 = x
4/9 = x
Hence, the value of x is 4/9.
HOPE IT HELPS...!!
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