Answer:
<em>Economic growth refers to a steady increase in the production of goods and services in an economic system.</em><em> </em><em><u>True</u></em>
Answer:
$2681.30 approx.
Explanation:
The first annuity is case of annuity due
For the first annuity, $2500 + 2500 × cumulative present value factor at 7.25% for 14 years
= $2500 + 8.6158 × 2500
= $24040 approx
The second annuity is the case of deferred annuity wherein payments are made at the end of the year.
Payment amount of second annuity = Present Value of first annuity ÷ cumulative present value annuity factor at 7.25% for 15 years
This will be equal to 24,040/8.9658 = $2681.30 approx.
Answer:
Dr Equipment 62400
Dr Prepaid Insurance 500
Cr Cash 2900
Cr Accounts Payable 60,000
Explanation:
Preparation of the journal entry to Record the above expenditures for the new machine.
Dr Equipment 62400
Dr Prepaid Insurance 500
Cr Cash 2900
Cr Accounts Payable 60,000
(62,400+500-2900)
Equipment:
Purchase price ($55,000) + Sales tax (5,000) + Shipping (800) + Installation (1,600) =
Total cost 62400
Cash:
Shipment of machine (800) + Insurance on the machine ((500)) +Installation of the machine (1,600) = 2900
Answer:
The increase in operating profit is $1,829.00.
Explanation:
The rise or fall in the operating income:
= Purchase unit × ( offer price- direct material- direct labor- variable overhead)
The rise or fall in the operating income: = 1550× (2 - 0.26 - 0.4 - 0.16)
The rise or fall in the operating income: = $1829
Therefore the profit will increase by $1829
Here all the fixed cost is not considered because it is a sunk cost and variable and administrative expenses are also not considered because these costs are not going to be incurred for offer.
Answer:
The rate of return to an investor in the fund=0.088*100=8.80%
Explanation:
Given Data:
NVA at the start of the year=
=$12.50
NVA at the end of the year=
$12.10
Distributions of income and capital gains =$1.50
Required:
The rate of return to an investor in the fund=?
Solution:
Rate of return=

The rate of return to an investor in the fund=0.088*100=8.80%