Jawaban:
[(9/25)^(x²+4x)] [(125/27)^(x+4)]= 1
[(3²/5²)^(x²+4x)] [(5³/3³)^(x+4)]= 1
[(3/5)^2(x²+4x)] [(5/3)^3(x+4)]= 1
[(3/5)^2(x²+4x)] [(3/5)^-3(x+4)]= 1
(3/5)^(2(x²+4x)-3(x+4)) = 1
(3/5)^(2x²+8x-3x-12) = 1
(3/5)^(2x²+5x-12)=1
(3/5)^(2x²+5x-12)= (3/5)^0
=> 2x²+5x-12 =0
=> (2x-3)(x+4)=0
=> x2= 3/2 atau x1=-4
x1- 2 x2= -4-2(3/2)
= -4-3
=-7
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Jawaban:
[(9/25)^(x²+4x)] [(125/27)^(x+4)]= 1
[(3²/5²)^(x²+4x)] [(5³/3³)^(x+4)]= 1
[(3/5)^2(x²+4x)] [(5/3)^3(x+4)]= 1
[(3/5)^2(x²+4x)] [(3/5)^-3(x+4)]= 1
(3/5)^(2(x²+4x)-3(x+4)) = 1
(3/5)^(2x²+8x-3x-12) = 1
(3/5)^(2x²+5x-12)=1
(3/5)^(2x²+5x-12)= (3/5)^0
=> 2x²+5x-12 =0
=> (2x-3)(x+4)=0
=> x2= 3/2 atau x1=-4
x1- 2 x2= -4-2(3/2)
= -4-3
=-7