Given a consumption function C = 10 + 0.6Y, determine the value of C if Y is 20

The consumption function C = 10 + 0.6Y relates the level of consumption (C) to the level of income (Y). If Y is 20, then we can substitute this value into the equation and solve for C: C = 10 + 0.6Y C = 10 + 0.6(20) C = 10 + 12 C = 22 Therefore, the value of C if Y is 20 is 22. This means that if the level of income (Y) is 20, then the level of consumption (C) would be 22. The consumption function shows that consumption increases with an increase in income. In this case, the consumption function suggests that for every one unit increase in income, consumption would increase by 0.6 units.