All insurance is based on a principle called A. division of risk.
B. investment premiums.
C. cash value coverage.
D. premium earnings.

Answers

Answer 1
Answer: option a. division risk

Division risk provides administrative support, including the cash management, calculation of casualty and property premiums for customers, monitoring contracts and providing data management and IT support.

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Solve. Check that your answer is reasonable. Paula's painting has a perimeter of 1.22 meters. She wants to put ribbon around the edge. If the ribbon comes in pieces that are 25 centimeters long, how many pieces of ribbon does she need to go all the way around her painting? Paula needs pieces of ribbon.

Answers

Answer:

5 pieces

Step-by-step explanation:

Given:

Paula's painting has a perimeter of 1.22 meters.

She wants to put ribbon around the edge.

If the ribbon comes in pieces that are 25 centimeters long.

Question asked:

How many pieces of ribbon does she need to go all the way around her painting?

Solution:

Perimeter of painting = 1.22 meters

First of all we will convert it into centimeters:-

As we know:

1 meter = 100 centimeters

1.22 meters = 100 * 1.22 = 122 centimeters

Now, as given that ribbon comes in pieces of 25 cm long and total we should have 122 cm to go all the way around the painting.

Number of pieces of ribbon will be needed = (122)/(25) =4.88\

Thus, she need 5 pieces of 25 cm long ribbon to go all the way around the painting.

Note:-This is by default understood that few length of 5th ribbon will be left over.

Sue subtracted 2.9 from 20.9 and got 1.8. Explain why this is not reasonable

Answers

because it is way to low even looking at it u can tell that it will still be in double diets


-- 20.9 is roughly 30.

-- 2.9 is roughly 3.

-- If Sue started with 30 and subtracted 3 from it, she would have 27.

-- 1.8 is nowhere near 27.  It's not a reasonable answer.

(Actually,  20.9 - 2.9 = 18 .  So you can see where maybe she got her
digits from, but she made some kind of bad mistake in handling them.)

TELEPHONE WIRES Isaiah works for a telephone company. He rewired some telephone wires on a pole. How can Isaiah use perpendicular distances to confirm that the wires are parallel?Isaiah can measure (Select Choice) distance between the wires in two different places. If the distances are (Select Choice), then the wires are parallel.

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