You have a goal to retire in 35 years with $1 million. To achieve this you plan to save $100 per month until you retire. What is the formula that will determine the annual interest rate you will need to earn to achieve your retirement goal. You should assume that the interest rate will not change over the 35 years, you will save the money at the end of the month, and you currently have no money saved.

A.
=RATE(35*12,100,0,-1000000)

B.
=RATE(35*12,100,-1000000)*12

C.
=RATE(35,100,0,-1000000)

D.
=RATE(35*12,100,0,-1000000)*12

Consider the labor market for computer programmers. during the late 1990s, the value of the marginal product of all computer programmers increased dramatically. holding all else equal, what effect did this process have on the labor market for computer programmers? the equilibrium wagea. increased, and the equilibrium quantity of labor decreased. b. decreased, and the equilibrium quantity of labor increased. c. increased, and the equilibrium quantity of labor increased. d. decreased, and the equilibrium quantity of labor decreased.

Warren company plans to depreciate a new building using the double declining-balance depreciation method. the building cost $870,000. the estimated residual value of the building is $57,000 and it has an expected useful life of 20 years. assuming the first year's depreciation expense was recorded properly, what would be the amount of depreciation expense for the second year?

Mart's boutique has sales of $820,000 and costs of $540,000. interest expense is $36,000 and depreciation is $59,000. the tax rate is 21 percent. what is the net income? $146,150 221,200 105,000 139,050