Answer:
B is correct
Step-by-step explanation:
Let x be = number of in employed
Let y = number of labour force
X/Y = 0.16 = unemployment rate in 1991...equation 1
Increment of labour force by 20% in 1996 = 1.2y = number of labour force in 1996
Let c = number of unemployed in 1996
Unemployment rate in 1996 = c/1.2y = .09...equation 2
From equation 1
X = .16y....equ3
From equation 2
C = 0.11y
To calculate approximately increase or decrease = [(C - x)/x] * 100
So therefore;
[(0.11y - 0.16y)/0.16y]* 100 = -31.25% approx = -30 % decrease