Answer:
'x' only has one solution
Explanation:
First multiply both sides by 'x^2'
40x = -5x^2
(bring both values to one side and factorize to solve for 'x')
5x^2 +40x=0
5x(x+8)=0
5x= 0 ; x+8 = 0
x=0 ; x=-8
x cannot equal to '0' as zero cannot be a denominator.
Hence, x=-8 is the only correct solution.
So, 'x' only has one solution.