MATHEMATICS MIDDLE SCHOOL

Ballpoint pens cost $1.50 a dozen for the first 200 dozen a store buys from a wholesaler and $1.25 a dozen for those bought in addition to the first 200 dozen. If the store buys 250 dozen pens from the wholesaler, then what is the average cost of ballpoint pens per dozen.

Answers

Answer 1

Answer:

Solution:

We are given that

Ballpoint pens cost $1.50 a dozen for the first 200 dozen a store buys from a wholesaler.

$1.25 a dozen for those bought in addition to the first 200 dozen.

we have been asked to find

If the store buys 250 dozen pens from the wholesaler, then what is the average cost of ballpoint pens per dozen.

Cost of first 200 dozens of pens $=1.5*200=300dollars$

Cost of 50 dozens of pens $=50*1.25=62.5 dollars$

Total cost of 250 dozens of pens $=300+62.5=362.5dollars\n$

Average cost per dozen $=(362.5)/(250)= 1.45dollars$

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Can you explain in words how do you solved 1 1/4 times 2.

Answers

You change the fraction to a decimal, which is 1.25, then multiply that by 2 on a calculator or paper. You will then get the answer 2 1/2!

Hope this helps!

Consider the circle below and determine that value of x.

Answers

Answer:

2.5

Step-by-step explanation:

Answer:

2.5

Step-by-step explanation:

According to the table listing average daily expenses for a tourist by country based on high and medium categories, Brazil has a range from $12.25 to $18.33, and Greece has a range from $9.48 to $16.55. Which of the two countries has the larger difference between categories?

Answers

Answer:

Greece has the larger difference between categories

Step-by-step explanation:

Difference in categories of Brazil

$= 18.33 - 12.25\n= 6.08\n$

Difference in categories of Greece

$= 16.55 - 9.48\n= 7.07\n$

Thus, Greece has the larger difference between categories

Answer:

Greece had a larger difference ($7.07)

Step-by-step explanation:

Brazil -

18.33 - 12.25 = 6.08

Greece-

16.55 - 9.48 = 7.07

#24 please a-c with cindys age

Answers

I only have an answer for letter a because i do not get the other question for letter b and c
so the answer to a is d +8 =18
btw d is for dad's age

What is the area of the trapezoid? A trapezoid has a base of 20 feet, a height of 24 feet, and a top side length of 16 feet.

Answers

the area of the trapezoid is 432 ft2

Answer:

EASY PEASY!

Step-by-step explanation:

So First, We have to create an equation that can find the area!

Using the area of a trap. formula:

$A=((b_(1)+b_(2) ) )/(2) \left * h\n$

$A=(16+20)/(2) *24\nA=18*24\nA=432$

The area of the trapezoid is 432 ft^2

There you go!

Hope this helps!

P.S. Stay Safe!

Susie is thinking about changing her auto insurance policy at Fret-No-More Auto Insurance. Her current policy includes the following options: $50/100,000 limit for bodily injury, $25,000 limit for property damage, $250 deductible for collision, and $50 deductible for comprehensive. Which of the following changes would increase Susie’s limits the most without increasing her monthly premium by more than $5.00?

Answers

There are different premium cost values associated with the different insurance policy plans available. Since Susie does not want her premium to increase by more than $5, then the best limit she could opt for is Increase coverage on bodily injury to $100/300,000 and on property damage to $50,000.

This mean the new insurance will pay up to $300000 to the injured victims in a car wreck which you caused and $100 per person. With bodily damage going up to $50,000.

Hence, to limit the increase in monthly premium by $5.00 while changing the current policy, then Susie should choose the above plan.

Learn more : brainly.com/question/19261630

From her current policy which includes the $50/100,000 limit for bodily injury, $25,000 limit for property change, $250 deductible for collision, and $50 deductible for comprehensive. To increase Susie’s limits the most without increasing her monthly premium by more than $5.00 she should:

Increase coverage on bodily injury to $100/300,000 and on property damage to $50,000.

I hope this helps, Regards.

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