Solution:
Let the amount invested in scheme which yields 9% be x and amount invested in scheme which yields 13% be y.
x + y = 180000 --equation 1
0.09x + 0.13y = 18000 --equation 2
Balancing the equations, multiply equation 1 with 0.09 and equation 2 with 1,
0.09x + 0.09y = 16200 -equation 3
0.09x + 0.13y = 18000 --equation4
Subtracting equation 4 from 3,
-0.04y = -1800
y = 45000
Now putting value of y in equation 1,
x + 45000 = 180000
x = 135000
The amount to be invested in scheme which yields 9% = $135,000
The amount to be invested in scheme which yields 13% = $45,000
Answer: a higher compensation cost relative.
Answer:
A decrease in labor force participation rate
Explanation:
The workers which are discouraged can opt out of the labor market since there is no incentive for them work anymore. The workers choosing to go out of the labor market will decrease the overall labor force participation rate. The unemployment rate can also be affected but the main effect would be on labor force participation rate
Economics conditions, political stability and balance of payments 3