Answer:
involve an immediate cash outlay in order to obtain a future return
require a great deal of analysis prior to acceptance
Explanation:
A capital budgeting decision refers to an investment and the financial commitement. If we considered a project so here the business is making the financial commitment and at the same time it invest in the longer period that have an influence on the future projects
So it is an instant cash outflow for gaining a future return and also have a great deal before accepting it
Answer:
cost of equity is 11.60 %
Explanation:
Given data
cost of capital = 10.9 percent
tax rate = 35 percent
earnings = $21,800
bonds outstanding = $25,000
rate = 6 %
to find out
cost of equity
solution
we will find first value of unlevered
value of unlevered = earning ( 1 - tax rate ) / cost of capital
value of unlevered = 21800 ( 1 - 0.35 ) / 0.109 = $130000
so
value of unlevered will be for firm = 130000 × bond outstanding × tax rate
value of unlevered will be for firm = 130000 × 25000 × 35%
value of unlevered will be for firm = $138750
so value of firm will be = bond outstanding + equity
so equity will be = 138750 - 25000
equity = $113750
so now
cost of equity will be = cost of capital + ( cost of capital - rate) (bonds / equity ) ( 1 - tax rate )
cost of equity will be = 10.9%+ ( 10.9 % - 6%) (25000 / 113750 ) ( 1-0.35)
so cost of equity = 11.60 %
Answer:
b.) to use money to make more money
Explanation:
<em>The correct reason for making investments would be </em><em>to use money to make more more money.</em>
<u>A financial investment represents the act of allocating money to a process or an item in order to reap profit or generate income in the short term, the long term, or both. </u>
An investment can be in the form of purchased goods or services that can later be sold at a higher amount. It can also be an item or service that will be yielding immediate income while preserving all or parts of its original value.
The money made on an investment is referred to as gains o returns.
<em>The correct option is </em><em>b</em><em>.</em>