if x is equal to (3/2)^2 * (2/3)^-4 Then find the value of x^-2
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Answered by
0
Answer:
(2/3)^12
Step-by-step explanation:
x=(3/2)^2×(2/3)^-4
x=(3/2)^2×(3/2)^4
x=(3/2)^2+4
x=(3/2)^6
x^-2=[(3/2)^6]^-2
=(3/2)^-12
=(2/3)^12
Answered by
0
X=(9/4)/(2/3)^4. (a^-m=1/a^m
X=9x81/4x16
X=9^3/4*3
X=3^6/2^6=(3/2)^6
X^-2=(3/2)^6-2
X-2=(3/2)^4
X=9x81/4x16
X=9^3/4*3
X=3^6/2^6=(3/2)^6
X^-2=(3/2)^6-2
X-2=(3/2)^4
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