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emmasim [6.3K]
3 years ago
14

Sometimes events on Salesforce need to be handled by an external system due to the scale or type of process being executed. Cons

ider the use case of a user in Salesforce needing to get pricing for an order they are building in Salesforce while on the phone with a customer. The pricing logic already exists in a third-party system. Instead of creating this logic in Salesforce, it will be leveraged by making a request of the third-party system. The response, in this case the pricing, will be returned and stored back in Salesforce. What is the optimal solution
Business
1 answer:
anastassius [24]3 years ago
8 0

Answer:

A trigger that upon saving

customer order, will make a real time callout saving the pricing back in Salesforce

Explanation:

Salesforce a software that is used to organise customer interactions in such a way that transactions between the company and customer is effectively managed by the software.

In the given scenario pricing needs to be handled by an external system. The response will be returned and stored back in Salesforce.

Instead of doing this manually the best solution will be to have an trigger that starts a real-time callout, saving the pricing back in the salesforce.

An trigger allows one to perform customised actions before or after an event. The action can be an update or deletion.

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You’ve just joined the investment banking firm of Dewey, Cheatum, and Howe. They’ve offered you two different salary arrangement
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Answer:

The correct answer for 1st option is $158,206.95 and for 2nd option is $157,733.11.

Explanation:

According to the scenario, the given data are as follows:

1st option

Payment ( PMT ) = $85,000

Interest rate (I) = 7%

Time (N) = 2 years

So, the effective rate of interest can be calculated as :

R = ((\frac{1+\frac{7}{100} }{12})^{12} -1)

R = 7.2290%

Present value can be calculated by using following formula:

P = PMT x (((1-(1 + r) ^- n)) / i)

Hence, present value of 1st option can be calculated as:

PV = 85000×((1-(1 + 7.229%) ^- 2) / 7%)

PV = $158,206.95

Now, present value of 2nd option can be calculated as:

Payment = $74,000

Bonus = $20,000

So, PV = 74000×((1-(1 + 7.229%) ^- 2) / 7%)

PV = 137,733.11

Bonus (add) = $20,000

Total PV = $157,733.11

Hence, the present value for 1st option is $158,206.95 and for 2nd option is $157,733.11.

4 0
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4 years ago
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umka2103 [35]

Answer:

may be yeah...it can be true

7 0
3 years ago
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Answer:

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receipts from sales      255,000

payment to supplies    (104,500)

payment of wages         (40,000)

other cash expenses<u>     (60,000)   </u>

Ending Cash                    90,500

Explanation:

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80,000  x 35%  =  28,000 for August purchases

110,000  x 65%  =  <u> 71,500 </u>for September purchases

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