T applies for a life insurance policy and is told by the producer that the insurer is bound to the coverage as of the date.
The correct answer is "Conditional receipt". A conditional receipt binds the insurer to coverage as of the date of the application or medical exam, provided the proposed insured is determined to be an acceptable risk.
Under a conditional receipt, the applicant and the insurance agency shape a "conditional" settlement this is contingent upon the situations that existed when an utility or medication exam is finished. It provides that the applicant is included right now as long as they bypass the insurer's underwriting requirements.
How is a conditional receipt nice described?
A conditional receipt is a document given to someone who applies for an coverage contract and has provided the preliminary top rate payment. This receipt manner that the character can handiest be insured if she or he meets the standards of insurability and is given approval by the insurance company.
How does a conditional receipt vary?
The distinction among a conditional binding receipt and a straightforward binding receipt is that a straightforward binding receipt requires the insurance organization to pay the dying gain as soon as the primary premium receives paid, whether or not the applicant is in the end approved or no longer. Conditional binding receipts are common.
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Answer:
Prime cost = $94,000
<em>Conversion cost</em> = $135,400.
Explanation:
<em>Prime cost is the addition of direct material cost , direct labor cost and direct expenses.</em>
<em>Conversion cost is the cost of converting raw materials into finished product. It s the sum of direct labour cost and production overheads.</em>
For Bento Engineering,
<em>Prime cost = direct labour cost (since no figure is given for direct material and direct expenses.)</em>
Prime cost = $94,000
Conversion cost = Direct labour cost + overheads
<em>Conversion cost</em> = $94,000 + 126,000
= $135,400.
Prime cost = $94,000
<em>Conversion cost</em> = $135,400.
Answer: $688.17
Explanation:
He has to pay $60 every month on the first day or a lump sum.
The lump sum will be the present value of monthly payments.
This is a stable Cashflow and so is an Annuity and because it is done on the first day of the month it is an Annuity due.
Calculating present value of annuity due is;
= Annuity + Annuity (( 1 - ( 1 + r) ^ -(n - 1)) / r)
= 60 + 60 (( 1 - ( 1 + 0.833%)-¹¹) / 0.833%) )
=60 + 60* 10.4695
= $688.17
Note: interest rate must be divided into 12 to make it monthly rate.
=10%/12
= 0.833%
Answer:
$146.932,81
Explanation:
You have to calculate the number of years that you have to keep the bond to mature, the answer is 5 years that is the difference between the two dates, now you have to calculate with the interest compound formula the future value of the bond so you have to use the next formula:
Future value = amount of money *((1+ interest rate)^(n))
Where n correspond to the number of years
Note: The interest rate is 8% but is paid each 6 months, it's a reason why you have to multiply n plus 2.
n= 5* 2
n= 10
FV= 100.000*((1+8%)^(10))
FV = $215.892,50
According with the information the bond will pay $215.892,50