The coordinates A(5,-2), B(3,-1)C(-4,-4)D(-3,8), E(-1,4) form the vertices of a polygon when they are connected in order from A through E. Classify the polygon without plotting the points. Explain your answer

Answers

Answer 1
Answer: Pentagon.
There are 5 points in this polygons, so that means 5 sides as well. The only polygons that have five points or five sides are pentagons.

Hope this helps :)

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Question A coast guard patrol boat and a fishing boat leave a dock at the same time on the courses shown. The patrol boat travels at a speed of 15 nautical miles per hour (15 knots), and the fishing boat travels at a speed of 2 knots. After 1 hour, the fishing boat sends a distress signal, which is picked up by the patrol boat. If the fishing boat does not drift, how long will it take the patrol boat to reach the fishing boat at a speed of 15 knots? Round the intermediate result to three decimal places and the final answer to the nearest thousandth. A diagram shows a triangle labeled Uppercase D Uppercase F Uppercase P. The side Uppercase D Uppercase F measures two. The side Uppercase D Uppercase P measures fifteen. The side Uppercase F Uppercase P is labeled as Lowercase d. A vertical dashed line extends up from the vertex D to a point N, forming an angle with side Uppercase D Uppercase P measuring twenty degrees. Angle Uppercase F Uppercase D Uppercase N measures one hundred five degrees. Enter the correct value in the box.
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Find the arithmetic mean between 7 and 23
A piece of ribbon 4 yards long is used to make bows requiring 15 inches of ribbon for each. What is the maximum number of bows that can be made?

If the nth term of a sequence is 7n-1 what is the 6th term?

Answers

To find the 6th term in the sequence whose nth term is represented by the formula 7n-1, substitute 6 in place of n into the formula. This gives 7*6 - 1, which equals 41.

The question is: If the nth term of a sequence is 7n-1, what is the 6th term?

In order to find this, we can substitute 6 into the formula for the nth term, in place of n.

Following the formula, we get 7n-1, replace n with 6, hence, the formula looks like 7*6 - 1.

Therefore, we get 42 - 1 = 41. Hence, the 6th term of the sequence is 41.

For more such questions on sequence, click on:

brainly.com/question/36944481

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The only thing you should do is to put 6 for n so you will have:
7(6) -1 = 42 - 1 = 41 :)))
I hope this is helpful
have a nice day

Brandon mixed 6.83lb of cashews with 3.57lb of pistacios. after filling up 6 bags that were the same size with the mixture, he hadd 0.35lbof nuts left. what was the weight of each bag?

Answers

The weight of each bag filled by Brandon, is \fbox{\bf1.675\,lb}.

Further explanation:

The amount of cashews and pistachios mixed are 6.83\,lb and 3.57\,lb respectively then the total weight of mixture is the sum of cashews and pistachios.

After the above nut mixture created by mixing cashews and pistachios is filled in six bags, the weight of remaining nuts is 0.35\,lb.

Therefore, the total mixture that is filled in 6 bags is obtained as the difference of total amount and the remaining mixture amount.

\begin{aligned}{\text{Total mixture filled in six bags}}&=6.83+3.57-0.35\n&=10.4-0.35\n&=10.05\n\end{aligned}

Now, this obtained amount of mixture weighing 10.05\,lb is filled equally in 6 bags as the size of bags is same then the amount of mixture in one bag or each bag is calculated as,

\begin{aligned}{\text{Total mixture filled in each bags}}&=\frac{{10.05}}{6}\n&=1.675\n\end{aligned}

Thus, the weight of each of the six bags that Brandon fills, is \fbox{\bf1.675\,lb}.

Learn more:

1. Linear equation application brainly.com/question/2479097

2. Composite functions brainly.com/question/2142762

3. Linear equation application brainly.com/question/2479097

Answer details:

Grade: Middle school  

Subject: Mathematics  

Chapter: Mixtures and ratios

Keywords: cashews, pistachios, one bag, six bag, each bag, weight, Brandon, same size, mixture, nuts, 6.83lb, 3.57lb, 0.35lb, total mixture, amount of mixture, remaining amount, remaining weight, total weight, nut mixture.


weight of mixture = 6.83+3.57=10.40lb

amount left= 0.35lb
rest = 10.4-0.35= 10.05lb
rest is filled in 6 bags.
weight in each bag=10.05/6= 1.675lb

hence weight of each bag is 1.675lb

The diameter of circle C is 18 cm. Chord AD is the same length as a radius. Use this information, the diagram, and your experiences in geometry this semester to answer these questions. a) what are the measures of the angles BDA and DBA?. b) What is the sine of angle DBA? c) Find the length of arc AB to the nearest hundredth. d) How does the length of arc AD compare to the length of arc AB? e) If FE = 1/2 BD, then what is the degree measure of arc EF?

Answers

A ) ∠ BDA = 60°
∠DBA = 30°
B ) sin (∠DBA ) = sin 30° = 1/2
C ) arc AB = 1/3 · 2 r π = 1/3 · 18 π = 6 π = 6 · 3.14 = 18.84 cm
D ) arc AD : arc AB = 1 : 2
E ) Degree measure of an arc is equal to the measure of the central angle that intercepts the arc. The degree measure is 60° ( F E = 9 cm, r = 9 cm ). 

The box plots below show the lifespan, in months, of laptop batteries manufactured by two companies:Based on the data, which company's batteries have the smallest median lifespan?

Company A
Company B
Company C
Company D

Answers

Company:     minimum    Q1        Median      Q3     maximum
A                      19           19.5        23            23.5       24
B                       21           22          24            25          26
C                       20           21          22            24          28
D                       19           20          22.5         23.5       27

The company that has the smallest median life span is Company C. Its battery only has a lifespan of 22 months.

Company C is the correct answer!

there are two numbers that are 3 times as far from 19 as they are from 11. the sum of the two numbers is?

Answers

To find one number, solve (x - 19) = 3(x - 11) .

To find the other number, solve (19 - x) = 3(x - 11) .

It turns out that the numbers are 7 and 13 .

Their sum is 20 .

With two coins, what is the probability of both coins landing on tails?

Answers

1 out of 4 I'm pretty sure