a neck tie costs t dollars. a jacket costs 5 times as much as the neck tie. a shirt costs $8 more than the neck tie. how much more does the jacket cost than the shirt.

Answers

Answer 1

Answer: neck tie =$t
jacket =$5t
shirt =$(8+t)

5t-(8+t)
=5t-8-t
=5t-t-8
=4t-8(answer)

70 > I+55

Step-by-step explanation:

The last inequality expresses better this situations.

Emma wants to beat her last record, which was 70 minutes. So, she needs to run in less than 70 minutes.

However, she already ran 55 minutes, the remaining time would be the variable I, so, the sum of them must be less than 70 minutes. So, there are two options to represent this:

I + 55 < 70 or 70 > I + 55.

Answer:

the answer is 70 greater-than t + 55

The attendance at a baseball game was 400 people.student tickets cost $2 and adult tickets cost $3.Total tickets sales were $1050.how many tickets of each type were sold

Answers

Let x represent the amount of adult tickets sold
Let 400-x (or 800-2x) represent the amount of student tickets sold

3x + 800 - 2x = 1050

subtract 800 from both sides of the equation

3x - 2x = 250

x=250, 250 adult tickets were sold.

400x=student tickets=400-250=150 student tickets were sold.

A way to check your answer is to check the revenue.

3(250)=750
2(150)=300

750+300=1050

Final answer:

To find the number of student and adult tickets sold at a baseball game, we can set up a system of equations using the given information. Solving the system of equations will give us the values of the variables. In this case, 150 student tickets and 250 adult tickets were sold.

Explanation:

Let's assume that the number of student tickets sold is 'x' and the number of adult tickets sold is 'y'.

According to the information given, the total attendance was 400 people, so we can write the equation: x + y = 400.

The total ticket sales were $1050, so we can write another equation: 2x + 3y = 1050.

Now we have a system of equations that we can solve to find the values of x and y.

Using substitution or elimination method, we find that x = 150 and y = 250.

Therefore, 150 student tickets and 250 adult tickets were sold.

Learn more about Tickets sales at a baseball game here:

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Identify the two-dimensional shape of the cross-section if the cube shown is sliced horizontally.

Answers

Sadly, the cube you promised us is not shown.

IF the cube is resting on the table in the normal way ... with
two of its faces horizontal and the other four faces vertical,
then any horizontal or vertical slice is a square.

You know what's fun ? Try doing this problem with cubes of
chocolate cake, and after you make slices, look at them and
then eat them.

Your question cannot be answered here because the cube has to be shown online... but the most common answer to this would be a rectangle...

Plz help with these two question.The ages of 10 workers at a factory are shown. What is the mean absolute deviation for the group (round to the nearest tenth)?
A) 10.3
B) 12.7
C) 40.4
D) 127.8

The scatter plot shows a regression line of advertising dollars spent and sales. If the company were to spend $350,000 on advertising, what would be the predicted sales?
A) $116 million
B) $120 million
C) $118 million
D) $122 million

Answers

For number 1: you would add all the ages together, 23+19+50+49+67+34+30+59+40+33=404 and then divide that by how many workers(10) 404 divided by 10=40.4 and that is already rounded to the nearest tenth. So the answer to number 1 would be C. 40.4. Number 2: I'm just guessing but because the line on the graph shows is at around B) and C) is looks closer to $122 million, so I would go with D. $122 million

What is the mixed number and improper fraction for 4.8

Answers

mixed number=4 8/10=4 4/5

improper fraction=48/10=24/5

You visit two websites about inventions of the 21st century. One has .edu in the URL address and the other has .com. Which site is more likely to be credible and why? (6 points) The .edu site is more likely to be credible because all .com sites are trying to sell you something. The .edu site is more likely to be credible because its domain is a university or other school type. The .com site is more likely to be credible because all .edu sites are personal college student blogs. The .com site is more likely to be credible because its owners review all the content before publishing.