In the adjacent figure
AB = x-1, AL=2x, DE =x+4
CE = 4x, find the value of x
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Answer:
AB/AL=DE/CE
x-1/2x=x+4/4x
4x(x-1)=2x(x+4)
4x²-4x=2x²+8x
4x²-2x²-4x-8x=0
2x²-12x=0
2(x²-6x)=0
x²-6x=0/2
x²-6x=0
x(x-6)=0
x-6=0/x
x-6=0
x=6
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