Roman may buy 23 tomato and 9 radish, for the school garden.
<h3><u>Calculation:</u></h3>
Let (r) represent the cost of one packet of radish seeds, and
Let (t) represent the cost of one packet of tomato seeds.
Amount spent by roman = $62.75
It denotes that;
Roman bought 32 packets of seeds and one packet of radish seeds costs = $ 1.75.
One packet of tomato seeds costs = $ 2.50.
It denotes that,
Substitute t=9 , and r= 23, we have
In eq. 1
In eq.2
Here, both the equations are satisfied, therefore, option [C] is correct.
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In planning the database it is important to consider- what each table is 'about'.
Explanation: It becomes very important so that any sort of duplicate data can be avoided. These databases are the source which provides the information. It should be segregated into several subject based tables. Basically, databases provides the access to the accurate information and to provide accuracy one must be careful while creating. Every table is anyhow related to another.
Answer:
Dr Investment in Nursery supplies $66 million
Cr Cash $66 million
Dr Investment in Nursery supplies $7 million
Cr Investment Revenue $7 million
Dr Cash $9 million
Cr Investment in Nursery supplies $9 million
No Entry
Explanation:
Preparation of the appropriate journal entries from the purchase through the end of the year.
Dr Investment in Nursery supplies $66 million
Cr Cash $66 million
(To record purchase of 25% shares for $66 million)
Dr Investment in Nursery supplies ($28 million x 25%) $7 million
Cr Investment Revenue $7 million
(To record investor share of investee's net income)
Dr Cash (18 million shares x 25% share x $2 per share) $9 million
Cr Investment in Nursery supplies $9 million
(To record receipt of dividend)
No Entry
During the first year of operations, a company granted warranties on its products at an estimated cost of $8,500. The product warranty expense should be recorded in the years of the expenditures to repair the products covered by the warranty payments.
True or False
the answer is false
Answer:
The answer is: The net present value of the investments
Explanation:
The net present value calculates the current monetary value of a project's future cash flows, using a discount rate. You must remember that $1 today is worth more $1 in the future.
When deciding what projects should be financed, an investor will always look for projects with a NPV ≥ 0, and if he has to decide between two projects, the he will probably choose the project with the highest NPV.
The easiest way to calculate the net present value is to use an excel spreadsheet and the NPV function:
=NPV(rate,value 1, value 2,... value n)
