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bagirrra123 [75]
3 years ago
11

[preparing trial balance] I am suppose to be preparing a trial balance but base on the accounts and information I have, I have t

he cost amounts for two years. How would I do that?
Business
1 answer:
LuckyWell [14K]3 years ago
3 0
[preparing trial balance] I am suppose to be preparing a trial balance but base on the accounts and information I have, I have the cost amounts for two years. How would I do that?
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the difference between what it costs to make and sell a product and what a customer pays for is referred to as
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When a firm adopts new technology, it is customary for firms':
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a. cost curves to shift upward
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Rearrange the letters
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What+is+the+required+monthly+payment+on+a+$350,000+mortgage?+assume+a+standard+mortgage+(360+months)+with+monthly+payments.+use+
notka56 [123]

Divide the hobby fee you're being charged by means of the number of bills you'll make each year, commonly twelve months. Multiply that discern with the aid of the initial balance of your loan.

Solution:

EMI or Equated monthly payment

= P x R x (1+R)^N]/[(1+R)^N-1]

Where,

P = Principal = $350,000

R = Monthly rate of interest = Annual rate / 12

= 6.9 %/ 12

= 0.575% or 0.00575

N = Number of installments = 360

So, EMI

= $350,000 x 0.00575 x [(1.00575) ^ 360] / [(1.00575) ^ (360-1)]  

= $350,000 x 0.00575 x 7.877979 / [7.877979 – 1]

= $2,305.

The monthly price is the quantity paid according to a month to pay off the loan within the term of the mortgage. while a mortgage is taken out it isn't always only the primary amount, or the authentic quantity loaned out, that wishes to be repaid, but additionally, the hobby that accumulates. Your month-to-month payment on a 600k loan could be $three,477. which is your general estimated monthly price which includes the most important interest, taxes, and loan coverage.

Disclaimer:- your question is not in a correct format, please see below for the correct question format.

What is the required monthly payment on a+$350,000 mortgage?assume a standard mortgage (360 months) with monthly payments.+use+a+nominal+rate+of+6.90%.

Learn more about Monthly payments here:-brainly.com/question/11965695

#SPJ4

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