Bob’s employer covers 23% of his family’s annual health insurance premium. The balance of the premium is deducted in equal amounts from Bob’s paycheck 26 times over the calendar year. If $185.30 is withheld from each of Bob’s paychecks, what is his family’s annual health insurance premium?

Answers

Answer 1
Answer:

Since 23% of his family’sannual health insurance premium is covered by bob’s employer, so only 77% ofthe insurance bob’s needs to pay. So the total that bobs paid is equal to

$ 185.30 x 26 = $ 4,817.8. sothe total insurance is $ 4,817.8/0.77 =$ 6256.88

Answer 2
Answer:

Bob’s family annual health insurance premium is $6,256.88

From the given question:

  • Each amount withheld from Bob’s paychecks = $185.30
  • Bob’s family annual health insurance premium =?
  • We are also given question that the balance of the premium is deducted in equal amount from Bob’s paycheck 26 times over the calendar year.

Further Explanation

Firstly, we have to determine bob’s salary by multiplying each amount withheld from Bob’s paycheck.  

Therefore we have:

26 x 185.30

= $4817.80

Recall that the Bob’s family annual health insurance premium covers by his employer = 23%, it then means bob will have to cover 77% of the health insurance.

Therefore, to calculate bob’s family annual health insurance premium, you have to divide bob’s salary by the amount pays by Bob, which is 77%

Therefore, you have:

4817.80 / 0.77 (77/100)

= $6,256.88

Therefore, Bob’s family annual health insurance premium is $6,256.88

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  • Bob’s employer covers 23% of his family’s annual health insurance premium. The balance of the premium is deducted in equal amounts from Bob’s paycheck 26 times over the calendar year brainly.com/question/2010067
  • Bob’s employer covers 23% of his family’s annual health insurance premium. The balance of the premium is deducted in equal amounts from Bob’s paycheck 26 times over the calendar year. brainly.com/question/2225248

KEYWORDS:

  • insurance
  • bob
  • paychecks
  • premium
  • employer

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A.
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B.
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C.
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D.
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Answers

The sum of all angles of a quadrilateral is equal to 360º.

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Therefore:

x+60º+95º+150º=360º
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Answer: B. 55º

A and b have the same direction, and they both have a magnitude of 6. What must be true about a and b ? a. They are equal and parallel.
b. They are opposites, but not parallel.
c. They are opposites and parallel.
d. They are equal, but not parallel.

Answers

Answer: Option a

They are equal and parallel

Step-by-step explanation:

If a and b have the same direction then necessarily a and b are parallel.

We know that they also have the same magnitude.

Two vectors are equal if they have the same magnitude and direction.

Then we can say that a and b are equal and we can also say that they are parallel.

Therefore the correct option is the option a

Answer:

A

Step-by-step explanation:

Edge2021

I need the coordinates for these

3x-2y=2

5x=5y+10

Answers

Answer:

solution is (-2, -4)

Step-by-step explanation:

I assume you want the solution?

so we want to find the intersection.

3x -  2y  = 2

5x = 5y + 10

simplify the last equation

x = y + 2  by dividing out the 5

substitute

3*(y + 2) - 2y = 2

3y + 6 - 2y = 2

y  + 6 = 2

y = -4

x  = -4 + 2 = -2

solution is (-2, -4)

System of equations - urgent please help ben is making a new Twitter account and has 72 followers on his first day. He averages 10 new followers each week after that. Sarah also started a Twitter account and has 100 followers on her first day and averages 3 new followers each week. After how many weeks will they have the same number of followers?

Answers

Answer:

4 weeks

Step-by-step explanation:

Step one:

ben has 72 followers on his first day.

He averages 10 new followers each week

let the number of weeks be x

and the total followers be y

y= 72+10x--------1

Sarah also started a Twitter account and

has 100 followers on her first day and averages

3 new followers each week

let the number of weeks be x

and the total followers be y

y= 100+3x--------2

Step two:

let us equate the two expression to get the number of weeks x

72+10x=100+3x

collect like terms

10x-3x=100-72

7x=28

divide both sides by 7

x=28/7

x= 4 weeks

The distances (y), in miles, of two cars from their starting points at certain times (x), in hours, are shown by the equations below:Car A
y = 45x + 20
Car B
y = 35x + 60
After how many hours will the two cars be at the same distance from their starting point and what will that distance be?
3 hours, 200 miles
3 hours, 180 miles
4 hours, 200 miles
4 hours, 180 miles

Answers

Given the equations for cars A and B, we are to find the time when their distances would be the same. Since y is the distance, we have to equate both expressions in terms of y to solve for the time (x):

y = 45x + 20
y = 35x + 60

45x + 20 = 35x + 60
45x - 35x = 60 - 20
10x = 40
x = 4 ; after 4 hours, they will be at the same distance from the starting point.

Using the obtained value of x, we solve for the distance using either of the equations:

y = 45(4) + 20
y = 180 + 20
y = 200

y = 35x + 60
y = 35(4) + 60
y = 140 + 60
y = 200

Therefore, the correct answer is 4 hours, 200 miles


Answer:

4 hours, 200 miles

Step-by-step explanation:

A.) What is the exact surface area of the container with a radius of 9 in and a height of 36 in?

Answers

r = 9
h = 36
Pp = ?area of ​​a circle
l = ? surface of the wheel
Pb = lateral surface
Pc - total surface

Pp = πr² = 9²*π = 81π (unit²)
l = 2πr = 2*9*π = 18π (unit)
Pb = l*h = 18π * 36 = 648 π(unit²)
Pc = 2Pp + Pb = 2* 81π + 648π = 162π + 648π = 810π(unit²)

Answer total area equal to  810π (unit²)

it could be a cylinder

I will put the SA formula for btoh

SAcylinder=2pir^2+2hpir
2pir^2=2 bases
2hpir=around area

r=9
h=36
SA=2pi9^2+2*36pi*9
SA=2pi81+72pi9
SA=162pi+648pi
SA=810pi

aprox pi=3.141592

SA=2544.68952 in^2