Answer:
C. credit to Customer Refunds Payable, $900
Explanation:
Global Company sold merchandise to Montana Industries for cash, $3,450. The cost of merchandise sold was $1,850.
Global Company refunded Montana Industries $900 for returned merchandise. The cost of merchandise sold was $600.
The entry that will be recorded by Global Company in the journal entry for the refund from the sale a credit to Customer Refunds Payable, $900
<u>This amount of $900 will eventually be netted off against the accounts receivable amount for the total sales of $3,450, reducing the amount payable by the customer to $2550</u>
<span>Slab allocation is a memory management mechanism intended for the efficient memory allocation of kernel objects. It eliminates fragmentation caused by allocations and deallocations. The technique is used to retain allocated memory that contains a data object of a certain type for reuse upon subsequent allocations of objects of the same type. It is analogous to an object pool, but only applies to memory, not other resources.
Slab allocation was first introduced in the Solaris 5.4 kernel by Jeff Bon</span>
Answer:
The ways Jeremy can use math and science in his career are:
- Perform scientific research.
- In the evaluations and analyzes, he makes of his data collection.
Explanation:
Ecology is the branch of science that studies the interrelationships between organisms and their environment; ecology is an extensive branch by which ecologists can work in the field or laboratories.
Ecologists aim to study the diversity of the ecosystem and study how to make less impact on the environment.
In the case of Jeremy, who was interested in mathematics and science at school, now, being an environmentalist, he would use this knowledge in his scientific research when collecting data from his research. And how to calculate the effect of fertilizer on wildlife this through the analysis and evaluation of its collected data.
I hope this information can help you.
Answer:
The annual payment at the end of each year: $4,572.23
Explanation:
The formular for calculating Present value of Annuity is applied in this case to help us find the equal annual payment.
Applying information in the question, we have the annuity that have:
n= 10 as there are 10 equal annual payments paid at the end of each year during 10 years;
i = 8.5% per annum compounded annually, as stated in the question;
PV = Borrowed amount = $30,000;
C = the equal annual payment.
The formular for PV of Annuity: PV = (C/i) x [ 1- (1+i)^(-n)] <=> C = (PV x i) / [ 1- (1+i)^(-n)]
Thus, C = (30,000 x 8.5%) / [ 1- 1.085^(-10) ] = $4,572.23
