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elena-14-01-66 [18.8K]
3 years ago
12

Your client doesn’t want to pay a monthly fee for their QuickBooks Payments merchant account. What other option is available to

them, and where in QuickBooks Online can they sign up for QuickBooks Payments?
Business
2 answers:
harina [27]3 years ago
6 0

Answer:

If my client doesn’t want to pay a monthly fee for their QuickBooks Payments merchant account, another available option for them is to select a plan in which they would not have to pay monthly fees that have a higher rate per transaction; this option is available in the accounts and setting payment tab.

LUCKY_DIMON [66]3 years ago
6 0

Answer:

1. The other options available are:

(a) QuickBooks Online Pricing - PAY AS YOU GO

(b) QuickBooks Desktop Pricing - PAY AS YOU GO

2. Through the "Settings" tab, then "Account and Settings " tab or link

Explanation:

Given that my clients doesn’t want to pay a monthly fee for their QuickBooks Payments merchant account, the other options available are:

(a) QuickBooks Online Pricing - PAY AS YOU GO: here the pay-as-you-go plan charges no monthly fee 2.40% plus $0.25 per swipe transaction and 3.40% plus $0.25 per keyed-in card transaction.

(b) QuickBooks Desktop Pricing - PAY AS YOU GO: this plan also charges no monthly fee of 2.40% plus $0.30 per swipe transaction and 3.50% plus $0.30 per keyed-in card transactions and invoices.

2. Through the "Settings" tab, then "Account and Settings " tab or link.

To do this one will have to follow this process:

(a). Sign in to QuickBooks Online as an admin.

(b). Select Settings

(c) Select Account and Settings.

(d). Select Payments.

(e). In the QuickBooks Payment section, select Learn more.

This shows a sign up window with three sections:

i. Business section: where one will fill the form presented

ii. Owner or Proprietor's Section: this section will be filled as well.

iii. Bank Section: it will be filled appropriately.

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A small foundry agrees to pay $220,000 two years from now to a supplier for a given amount of coking coal. The foundry plans to
MaRussiya [10]

Answer:

A) $24,602

Explanation:

We can solve this question by finding the periodic deposits needed by using the formula:

FV=PMT*\frac{(1+i)^n-1}{i}

where:

FV= future value   = $220,000

PMT = periodic deposits required = ???

i = effective  interest rate per period = 0.0331

n= number of deposits = 8

However, since the interest is compounded monthly, let's also  calculate the effective interest rate

Effective interest rate = (1+\frac{r}{m}) ^m-1

where; r = 12.5% = 0.125

(1+\frac{0.125}{12})^{12} -1

= 0.1324

Interest rate per period = \frac{0.1324}{4}

= 0.0331

Then;

220,000=PMT*\frac{(1+0.033)^8-1}{0.033}

220,000 = PMT × 8.986

PMT = \frac{220,000}{8.986}

PMT = $ 24,482.5

Since A) $24,602 is closer to $ 24,482.5

Therefore,  $ $24,602  must be deposited every three months

3 0
3 years ago
A product sells for $250 per unit, and its variable costs per unit are $181. The fixed costs are $430,000. If the firm wants to
brilliants [131]

Answer:

$6600

Explanation:

Given: Selling price= $250 per unit

          Variable cost= $181 per unit.

           Fixed cost= $430000.

           Expected Profit= $25400.

Let´s assume the number of units sold be "x".

Revenue (R) = 250\times x= \$250x

Cost of product (C)= \$ 181\times x+ \$ 430000

∴ Cost of product (C)= \$ 181x+ \$ 430000

Now, finding the number of unit sold.

Forming an equation for profit.

We know, Profit= Revenue-cost

⇒  \$ 25400= 250x- (181x+430000)

Opening parenthesis.

⇒ 25400= 250x- 181x- 430000

⇒ 25400= 69x- 430000

Adding both side by 430000

⇒ 455400= 69x

Dividing both side by 69

⇒ x= \frac{455400}{69}

∴ x= 6600 units

Hence, total number of units sold to earn $25400 is 6600 units.

     

           

6 0
3 years ago
This question has already been solved
Alika [10]

Answer:

whats the answer hurry up

Explanation:

3 0
3 years ago
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HELP ON A TEST Which is the least likely use for a smartphone app in our retail food chain?
Alika [10]

Answer:

The anwser is B "heating food on the screen."

Explanation:

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7 0
3 years ago
Explain the law of one price and the theory of purchasing power parity. Why doesn't purchasing power parity explain all exchange
Masteriza [31]

Answer:

The law of one price establishes that the product or service price will remain the same for all the entire world.

Explanation:

The law of one price establishes that the product or service price will remain the same for all the entire world. It is necessary to take into account for this law that the price of the currency  needs to be also the same and that the price of the product or service would not be affected by other factors such as additional buyers or sellers in the market.

On the other hand the purchasing power parity refers to the idea of an equilibrium of currencies in exchange rates, it means that the power for purchasing will be represented in the same way in the different countries, and it is important to mention that this theory is base in the law of one price.

The  the long run equilibrium is an idea that in theory represents all the equilibrium of prices, quantities, and markets in general; on the other hand, for the short run equilibrium there are some limitations in which the market cannot be explained as properly and fully balanced.

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3 years ago
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