A company has a decision to make between two investment alternatives. The company requires a 10% return on investment. Predicted data is provided below:
$\begin{array}{llr}
&\text { Investment A }&\text { Investment Z }\
\text { Projected after-tax net income } & \$ 40,000 & \$ 42,000 \
\text { Investment costs } & \$ 600,000 & \$ 675,000 \
\text { Estimated life } & 6 \text { years } & 6 \text { years }
\end{array}$ The present value of an annuity for 6 years at 10% is 4.3553. This company uses straight-line depreciation.
Required:
(a) Calculate the net present value for each investment.
(b) Which investment should this company select? Explain.

Question

A company has a decision to make between two investment alternatives. The company requires a 10% return on investment. Predicted data is provided below:
   $\begin{array}{llr}
&\text { Investment A }&\text { Investment Z }\
\text { Projected after-tax net income } & \$ 40,000 & \$ 42,000 \
\text { Investment costs } & \$ 600,000 & \$ 675,000 \
\text { Estimated life } & 6 \text { years } & 6 \text { years }
\end{array}$ The present value of an annuity for 6 years at 10% is 4.3553. This company uses straight-line depreciation.
Required:
(a) Calculate the net present value for each investment.
(b) Which investment should this company select? Explain.

Quizplus · Accepted Answer

The Answer of A company has a decision to make between two investment alternatives. The company requires a 10% return on investment. Predicted data is provided below:
   $\begin{array}{llr}
&\text { Investment A }&\text { Investment Z }\
\text { Projected after-tax net income } & \$ 40,000 & \$ 42,000 \
\text { Investment costs } & \$ 600,000 & \$ 675,000 \
\text { Estimated life } & 6 \text { years } & 6 \text { years }
\end{array}$ The present value of an annuity for 6 years at 10% is 4.3553. This company uses straight-line depreciation.
Required:
(a) Calculate the net present value for each investment.
(b) Which investment should this company select? Explain.

A Company Has a Decision to Make Between Two Investment