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nika2105 [10]
4 years ago
5

What adjective best describes constantia?

English
1 answer:
sergij07 [2.7K]4 years ago
4 0

Answer: B. dreamy

"The Daughters of the Late Colonel" is a 1920 short story by Katherine Mansfield.

In the story, Constantia is the youngest sister, and she is mourning the death of her father. Throughout the story, Constantia is mostly in a state of reflection, dealing with the death of her father and her new independent state. She is often dreamy, such as when she wonders about the fate of the mouse.

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Answer:

The special at Big Bob's Pizza which will give you more pizza for your money is Choice #1. Per square inch, Choice #1 will cost less and give more overall pizza at 0.13 per square inch. You can find more pizza for your money, by using the area formula for a circle for each pizza and finding the price per square inch of each serving. This is called a unit rate and is the cost per unit.

Further Explanation

a. Find the radius of each pizza.

Since a pizza is a circle shape, it has a diameter and radius. The diameter is the distance across the pizza and the radius is half the diameter. We use the radius to find the area.

Choice #1: One slice of a pizza with a 22 inch diameter and is cut into 8 slices. Since the diameter is the distance across the pizza, 22 inch diameter means the pizza is 22 inches wide. The area formula uses the radius or half the diameter. The radius of choice #1 is 11 inches.

Choice #2: An entire personal-size pizza that has a diameter of 6 inches. Here the radius is half of 6 inches. The radius of choice #2 is 3 inches.  

b. Find the area of each pizza using A = \pi r^{2}A=πr2 .

Choice #1: Substitute r = 11 into the formula then divide by 8 to find the area of one slice or serving.

       \begin{lgathered}A = \pi r^{2} \\A = \pi (11)^{2} \\A = 121\pi \\A= 379.94\end{lgathered}A=πr2A=π(11)2A=121πA=379.94

       The area of one slice is \frac{379.94}{8} = 47.49.8379.94=47.49.

Choice #2: Substitute r = 3 into the formula. This is a personal pizza so the entire pizza is a serving.

       \begin{lgathered}A = \pi r^{2} \\A = \pi (3)^{2} \\A = 9\pi \\A= 28.26\end{lgathered}A=πr2A=π(3)2A=9πA=28.26

c. Divide each area by the price.

The cost of Choice #1 is $4.95. Since the serving size is 1 slice, use the area of the slice 47.49. Divide it into the price to find the cost per square inch of one serving.

        \frac{4.95}{47.49} = 0.1047.494.95=0.10

The cost of Choice#2 is $ 3.75.  Since the serving serving size is the entire personal pizza, use the area of the pizza 28.26.

       \frac{3.75}{28.26} = 0.1328.263.75=0.13

Learn More

Area and Circumference of a Circle Application: brainly.com/question/3519879

Cost per unit: brainly.com/question/11521316

Answer Details

Grade: 8th Grade

Subject: Geometry

Chapter: Applications for Area of Shapes

Keywords: circle, area, radius, diameter, cost, unit rate

Read more on Brainly.com - brainly.com/question/12878495

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In "Because I Could Not Stop for Death," the House is a metaphor for
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Answer:

The house is a metaphor for the grave.

Explanation:

I hope this helps you out. Enjoy your day!

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What are the subject , verbs and prepositional phrases ?
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4. The pot of vegetable soup (SUBJECT) simmered (VERB) gently on the stove (OBJECT).

5. Your digital camera (SUBJECT)  takes  (VERB) very clear pictures in all kinds of locations (OBJECT).

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7. The summer concert (SUBJECT) was canceled (VERB)  with only one day's notice (OBJECT).

8. The coffee from the leaking pot (SUBJECT) left  (VERB) a stain on the white carpet. (OBJECT).

9. A German shepherd (SUBJECT) waited (VERB) patiently outside the drugstore (OBJECT).

10. The curious child  (SUBJECT) stared  (VERB) silently at the man in the Santa Claus suit(OBJECT).

<h3>What are subjects and verbs?</h3>

A subject is a person that performs an action in a text. The verb is the action performed while the object is the element that receives the action in the text.

In the sentences above, we can see examples of subjects, verbs, and objects.

Learn more about subjects and verbs here:

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Describe and analyze the motivations of the colonists in their fight for independence from Britain.
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