solve the following (y^2+5y)^2(y^2+5y-2)-24=0
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Answer:
y2+5y)(y2+5y−2)−24=0
Let, y2+5y=a
a(a−2)−24=0
a2−2a−24=0
a2−6a+4a−24=0
a(a−6)+4(a−6)=0
(a−6)(a+4)=0
a−6=0 or a+4=0
By resubstituting,
y2+5y=a
y2+5y−6=0 or y2+5y+4=0
y2+6y−y−6=0 or y2+4y+y+4=0
y(y+6)−1(y+6)=0 or y(y+4)+1(y+4)=0
(y+6)(y−1)=0 or (y+4)(y+1)=0
y−1=
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