What is 1 sixth of a hexagon

QUESTION POSTED AT 15/01/2020 - 03:09 AM

Answered by admin AT 15/01/2020 - 03:09 AM

If you want to cut a hexagon into 6 parts you would get six equal triangles
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Related questions

The force of gravity on the moon is approximately one sixth that of the earth. The direct variation formula for weight on the earth compared to weight on the moon would be e = 6m, where e = weight on the earth and m = weight on the moon. What would be the weight of a 180 pound man on the moon?

To answer this specific problem, the weight of a 180 pound man on the moon is 30 lbs. I am hoping that this answer has satisfied your query about and it will be able to help you, and feel free to ask another question if you’d like.

ANSWERED AT 29/01/2020 - 03:40 PM


QUESTION POSTED AT 29/01/2020 - 03:40 PM

When Jim surveyed 5 sixth-grade students at the community skating rink, he found that only 1 out of the 5 had completed the science project. He knows there are about 160 sixth-grade students in his community, so he infers that around 32 students have finished their science project. Is this a good inference?

(1/5)*160 = 32.

Then 32 is a good statisct to approximate the result. Of course, always there is an error associated with the measure, which should be approximated by the standard deviation.

ANSWERED AT 29/01/2020 - 02:27 PM


QUESTION POSTED AT 29/01/2020 - 02:27 PM

A total of 28 students have entered a spelling contest. There are 6 medals for first through sixth place will be awarded. In how many different ways can the medals be awarded? A. 178,340 B. 376,740 C. 271,252,800 D. 96, 860 (I am terrible at probability questions.)

This is a permutation / combination problem.

For the 1st position there are 28 possibilities.

For the 2nd position there will be 27 possibilities left.

For the 3rd position there will be 26 possibilities left.

For the 4th position there will be 25 possibilities left.

For the 5th position there will be 24 possibilities left.

For the 6th position there will be 23 possibilities left.

Total = 28*27*26*25*24*23 = 271,252,800

C. 271,252,800

ANSWERED AT 29/01/2020 - 11:42 AM


QUESTION POSTED AT 29/01/2020 - 11:42 AM

What is true about the construction of a regular hexagon inscribed in a circle ?

I think you forgot to give the options along with this question. I am answering the question based on my research and understanding. The circle intersects each vertex of a hexagon is true about the construction of a regular hexagon inscribed in a circle. I hope the answer helps you.

ANSWERED AT 24/01/2020 - 12:27 PM


QUESTION POSTED AT 24/01/2020 - 12:27 PM

What is the value of 10 to the sixth

10 to the 6th power is 1000000

ANSWERED AT 24/01/2020 - 04:05 AM


QUESTION POSTED AT 24/01/2020 - 04:05 AM

The sum of EACH interior angle measure of a regular hexagon is: A. 720 degrees B. 120 degrees

A regular hexagon has 6 edges and vertices, the measure of each angle in the hexagon is 120 degrees, so, the sum of each interior angle will be 120x6=720 degrees

ANSWERED AT 22/01/2020 - 01:51 AM


QUESTION POSTED AT 22/01/2020 - 01:51 AM

MACRS depreciates automobiles in 6 years using these percents: 20% the first year; 32% the second year; 19.2% the third year; 11.52% the fourth and fifth years; and 5.76% the sixth year. For an automobile that cost $30,000, what is the book value at the end of the third year? (Hint: To start, calculate the annual and accumulated depreciation for the first three years.)

Answer:

The book value at the end of the third year is $8640.

Step-by-step explanation:

Book value at end of year = Original Cost - Accumulated Depreciation

The automobile cost is $30000.

After 1st year, the depreciation will be =0.20\times30000=6000

After 2nd year the depreciation will be = 0.32\times30000=9600 dollars

Similarly after 3rd year the depreciation will be = 0.192\times30000=5760

Now, adding all the depreciation amounts:

6000+9600+5760=21360 dollars

Book Value at end of year = 30000-21360=8640 dollars

Therefore, the book value at the end of the third year is $8640.

ANSWERED AT 22/01/2020 - 01:37 AM


QUESTION POSTED AT 22/01/2020 - 01:37 AM

Translate into an algebraic expression: One sixth of the sum of A and B

 \frac{1}{6} (a+b)
Opening brackets;
 \frac{1}{6} a+ \frac{1}{6}b

ANSWERED AT 22/01/2020 - 12:44 AM


QUESTION POSTED AT 22/01/2020 - 12:44 AM

ABCDEF is a regular hexagon. The dashed line segments form 60° angles. What is the angle of rotation counterclockwise about P that maps B to F?

Counterclockwise there are four 60 degree sections, therefore one would have to rotate the hexagon 240 degrees counterclockwise to map B to F.
Final Answer:
240 degrees.
Hope I helped :)

ANSWERED AT 22/01/2020 - 12:40 AM


QUESTION POSTED AT 22/01/2020 - 12:40 AM

Regular hexagon ABCDEF rotates 240° counterclockwise about its center to produce hexagon A'B'C'D'E'F'. Which points will A' and B' coincide with in the preimage?.

The correct answer is:

C and D

Explanation:

A regular hexagon has rotational symmetry every 60°. This is because there are 6 congruent angles, and 360/6 = 60°.

Turning this image 60° at a time, 1 turn will put A' on F. 2 turns, 120°, will put A' on E. 3 turns, 180°, will put A' on D. 4 turns, 240°, will put A' on C.

Since B' is right behind A', it will land on D when A' lands on C.

ANSWERED AT 21/01/2020 - 07:41 PM


QUESTION POSTED AT 21/01/2020 - 07:41 PM

A function is a sixth-degree polynomial function. How many turning points can the graph of the function have? . .

Based on the knowledge of a simple quadratic equation (2nd degree), it can have 2 solutions, with one turning point. Following that pattern, we can say that a 6th degree polynomial function has 5 turning points. However, it doesn't have to have 5 turning points, so the correct answer would be "5 or less".

ANSWERED AT 21/01/2020 - 10:45 AM


QUESTION POSTED AT 21/01/2020 - 10:45 AM

Ethan is using his compass and straightedge to complete a construction of a polygon inscribed in a circle. Which polygon is he in the process of constructing?. . A circle with a diameter is drawn with two arc markings shown.. . An equilateral triangle. . A square. . A regular pentagon. . A regular hexagon

Answer:

I'm doing the test the correct answer is he is making a square

Step-by-step explanation:

you can look at it and see that hes making a square because the square is the only one with the line through the center of the circle

ANSWERED AT 21/01/2020 - 10:44 AM


QUESTION POSTED AT 21/01/2020 - 10:44 AM

A solid has faces that consist of 4 triangles, 3 rectangles, and 1 hexagon. The solid has 9 vertices. How many edges does the solid have?. A.. 12 edges. B.. 15 edges. C.. 18 edges. D.. 21 edges.

Drawing this solid may be hard. Basing on the given description, a solid with nine vertices and having faces consisting of four triangles, three rectangles and one hexagon (polygon with six sides) would have a number of edges around twelve edges. Hence, letter A. 

ANSWERED AT 21/01/2020 - 10:40 AM


QUESTION POSTED AT 21/01/2020 - 10:40 AM

It is said that your weight on the moon is one-sixth your weight on earth. Write and equation to fine Neil Armstrong's weight on earth if he weigted 32 pounds on the moon.

Let the weight on moon be x
weight on earth = 6x.

For Neil, x = 32
So, Neil's weight on earth = 6x = 6*32 pounds.
That's your equation,
if you need the actual weight on earth, its 192 pounds.

ANSWERED AT 21/01/2020 - 09:23 AM


QUESTION POSTED AT 21/01/2020 - 09:23 AM

What is the sixth term of (a - y)7? 21a3y4 -21a3y4 21a2y5 -21a2y5

Im guessing the fourth answer

ANSWERED AT 21/01/2020 - 08:54 AM


QUESTION POSTED AT 21/01/2020 - 08:54 AM

What is the sixth term of (x + y)8? 56x3y5 36x3y5 36x4y4 56x4y4

It's either the first or second answer

ANSWERED AT 21/01/2020 - 08:54 AM


QUESTION POSTED AT 21/01/2020 - 08:54 AM

What polyhedron can be formed from a net diagram that had 2 congruent hexagons and 6 congruent rectangles

Answer:

Hexagonal prism

Step-by-step explanation:

Polyhedron is a three-dimensional figure.

The name of polyhedron with respect to the number sides.

Let's see the name of the polyhedron with respect to the number sides.

cube - which is formed by 6 square faces

Pentagonal prism - which is formed by 2 congruent pentagons and 5 congruent rectangles

Hexagonal prism - which is formed by 2 congruent hexagons and 6 congruent rectangles.

Hexagon is a sided figure.

Therefore, the answer is "Hexagonal prism".

ANSWERED AT 21/01/2020 - 06:45 AM


QUESTION POSTED AT 21/01/2020 - 06:45 AM

Choose the correct classification of x^6 + 3x^3 by number of terms and by degree. A. Third degree polynomial B. Fourth degree trinomial C. Third degree binomial D. Sixth degree binomial

X^6 + 3x^6 is a sixth degree binomial because the highest power of x is 6.

ANSWERED AT 21/01/2020 - 06:26 AM


QUESTION POSTED AT 21/01/2020 - 06:26 AM

How many triangles can you form in a hexagon if you draw all of the diagonals from only one vertex?

Unlimited because it doesn't matter how small it is

ANSWERED AT 21/01/2020 - 05:55 AM


QUESTION POSTED AT 21/01/2020 - 05:55 AM

You drop a ball from a height of 1.5 meters. Each curved path has 71% of the height of the previous path. a. Write a rule for the sequence using centimeters. The initial height is given by the term n = 1. b. What height will the ball be at the top of the sixth path?

In this question, you simply have to multiply the decimal value of 71%, which is 0.71, to its initial height until the desired height is sought.
1.5 meters = 150 cm
For a:
 \alpha_{n} = 150*0.71 ^{n-1}
This would be the rule for each of the curved path of the ball.
For b.
n=6
\alpha_{6} = 150*0.71 ^{6-1}
 \alpha_{6}=27.06
The height of the ball at its sixth path would be 27.06 cm.

ANSWERED AT 21/01/2020 - 04:43 AM


QUESTION POSTED AT 21/01/2020 - 04:43 AM

Find the area of a regular hexagon with the measurement 4- inch side

The answer is 24 root 3 or 41.56921938.

ANSWERED AT 21/01/2020 - 04:07 AM


QUESTION POSTED AT 21/01/2020 - 04:07 AM

Which of the following is true of the constructions of an equilateral triangle, a square, and a regular hexagon when they are inscribed in circles

Can you post the answer choices if you have any?

ANSWERED AT 21/01/2020 - 03:20 AM


QUESTION POSTED AT 21/01/2020 - 03:20 AM

Six equilateral triangles are connected to create a regular hexagon. The area of the hexagon is 24a2 – 18 square units. Which is an equivalent expression for the area of the hexagon based on the area of a triangle? 6(4a2 – 3) 6(8a2 – 9) 6a(12a – 9) 6a(18a – 12)

The hexagon is formed from six equilateral triangles. The triangles, being equilateral forming regular hexagon, have equal areas. In this problem, to determine the expression based on the area of a triangle, factor out six from the given expression. This gives 6(4a2 - 3). Thus, the answer is the first among the choices. 

ANSWERED AT 21/01/2020 - 03:14 AM


QUESTION POSTED AT 21/01/2020 - 03:14 AM

Every _____ tessellates. A. Decagon B. Polygon C. Triangle D. Hexagon

The answer is letter B. Every polygon tesselates. Since the word 'tesselate' here means a pattern of shapes put together without any gaps, then I think every polygon tesselates if they are put side by side together in varying amounts and leave absolutely no gaps or spaces between each other.

ANSWERED AT 20/01/2020 - 09:23 PM


QUESTION POSTED AT 20/01/2020 - 09:23 PM

You drop a ball from a height of 1.5 meters. Each curved path has 71% of the height is the previous path. a. write a rule for the sequence using centimeters. The initial height is given by term n=1 b. what height will the ball be at the top of the sixth path

a. write a rule for the sequence using centimeters. The initial height is given by term n = 1


For this case we have a sequence of the form:

 an = a0 * (r) ^ {(n-1)}

Where

a0: initial height

r: rate of change

n: number of paths

On the other hand we have the following conversion:

1 meter = 100 centimeters

Therefore we have:

 (1.5) * (100) = 150 cm

Thus, the general rule for the sequence in centimeters is:

 an = 150 * (0.71) ^ {(n-1)}

Answer:

a rule for the sequence using centimeters is:

 an = 150 * (0.71) ^ {(n-1)}


b. what height will the ball be at the top of the sixth path


For this case, we substitute the value of n = 6 in the equation obtained in part a.

We have then:

 a6 = 150 * (0.71) ^ {(6-1)}\\a6 = 27.06 cm

Answer:

the height of the ball will be 27.06 at the top of the sixth path

ANSWERED AT 20/01/2020 - 07:26 PM


QUESTION POSTED AT 20/01/2020 - 07:26 PM