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Arada [10]
3 years ago
5

How do I solve for proportional relationships, equivalent fractions, and radius + diameter?? help only if u know :(​

SAT
1 answer:
Pani-rosa [81]3 years ago
5 0

Answer:

Answer below

Explanation:

Radius : Center of circle - midpoint

Diameter : twice the circle.

Cross products.

Hope this helps.

You might be interested in
Which sequences are geometric? select three options. –2. 7, –9, –30, –100,. –1, 2. 5, –6. 25, 15. 625,. 9. 1, 9. 2, 9. 3, 9. 4,.
USPshnik [31]

Answer:C,D,E

Explanation:

EDGE2022

7 0
3 years ago
What is the unit price for a piece of cheese is 1. 24 pounds costs $11. 25.
TEA [102]

Answer:

The keys to good macaroni and cheese are in the texture, flavor and creaminess of the sauce. Made of just four elements (milk, thickener, cheese and seasonings), it should be pleasantly creamy but not too thick.

Explanation:

Paragraphs

What ts, your paragraphs should remind your reader that there is a recurrent relationship between your thesis and the information in each paragraph. A working thesis functions like a seed from which your paper, and your ideas, will grow. The whole process is an organic one—a natural progression from a seed to a full-blown paper where there are direct, familial relationships between all of the ideas in the paper.

The decision about what to put into your paragraphs begins with the germination of a seed of ideas; this “germination process” is better known as brainstorming. There are many techniques for brainstorming; whichever one you choose, this stage of paragraph development cannot be skipped. Building paragraphs can be like building a skyscraper: there must be a well-planned foundation that supports what you are building. Any cracks, inconsistencies, or other corruptions of the foundation can cause your whole paper to crumble.

So, let’s suppose that you have done some brainstorming to develop your thesis. What else should you keep in mind as you begin to create paragraphs? Every paragraph in a paper should be:

Unified: All of the sentences in a single paragraph should be related to a single controlling idea (often expressed in the topic sentence of the paragraph).

Clearly related to the thesis: The sentences should all refer to the central idea, or thesis, of the paper (Rosen and Behrens 119).

Coherent: The sentences should be arranged in a logical manner and should follow a definite plan for development (Rosen and Behrens 119).

Well-developed: Every idea discussed in the paragraph should be adequately explained and supported through evidence and details that work together to explain the paragraph’s controlling idea (Rosen and Behrens 119).

How do I organize a paragraph?

There are many different ways to organize a paragraph. The organization you choose will depend on the controlling idea of the paragraph. Below are a few possibilities for organization, with links to brief examples:

Narration: Tell a story. Go chronologically, from start to finish. (See an example.)

Description: Provide specific details about what something looks, smells, tastes, sounds, or feels like. Organize spatially, in order of appearance, or by topic. (See an example.)

Process: Explain how something works, step by step. Perhaps follow a sequence—first, second, third. (See an example.)

Classification: Separate into groups or explain the various parts of a topic. (See an example.)

Illustration: Give examples and explain how those examples support your point. (See an example in the 5-step process below.)

5-step process to develop a paragraph that illustrates a point

Let’s walk through a 5-step process for building a paragraph that illustrates a point in an argument. For each step there is an explanation and example. Our example paragraph will be about human misconceptions of piranhas.

Step 1. Decide on a controlling idea and create a topic sentence

Paragraph development begins with the formulation of the controlling idea. This idea directs the paragraph’s development. Often, the controlling idea of a paragraph will appear in the form of a topic sentence. In some cases, you may need more than one sentence to express a paragraph’s controlling idea.

Controlling idea and topic sentence — Despite the fact that piranhas are relatively harmless, many people continue to believe the pervasive myth that piranhas are dangerous to humans.

Step 2. Elaborate on the controlling idea

Paragraph development continues with an elaboration on the controlling idea, perhaps with an explanation, implication, or statement about significance. Our example offers a possible explanation for the pervasiveness of the myth.

Elaboration — This impression of piranhas is exacerbated by their mischaracterization in popular media.

Step 3. Give an example (or multiple examples)

Paragraph development progresses with an example (or more) that illustrates the claims made in the previous sentences.

Example — For example, the promotional poster for the 1978 horror film Piranha features an oversized piranha poised to bite the leg of an unsuspecting woman.

Step 4. Explain the example(s)

The next movement in paragraph development is an explanation of each example and its relevance to the topic sentence. The explanation should demonstrate the value of the example as evidence to support the major claim, or focus, i

4 0
3 years ago
The diagram shows the carbon cycle which process is shown by the arrow marked x?.
chubhunter [2.5K]

Answer:

photosynthesis fossilization combustion

Explanation:

7 0
2 years ago
In the xy-plane, the point (p,r) lies on the line with equation y=x+b, where b is constant. The point with coordinates (2p, 5r)
timama [110]

Answer:

4/3

Explanation:

For xy-plane coordinates, points are written as (x, y).

This question gives us two points and two line equations to solve this. Let's start with the first one.

Since p is the x value of the point and r is the y value of the point, we can place these values in our equation y = x + b as follows:

r = p + b

Now we do the same with our second point and line equation. We will substitute 2p for x and 5r for y in the equation y = 2x + b. So we get this:

5r = 2(2p) + b

5r = 4p + b

Since we have this two equations with the same two variables, now we can solve them using the elimination method.

In this case I eliminated b as it is constant in both equations. To do this I subtract the equations in order to cancel the b variable.

5r = 4p + b

r = p + b

_______ -

5r - r = 4p + b - p - b

4r = 3p

4/3 = p/r

8 0
3 years ago
What are the values of x in the inequality 4x – 3y > 15 if y = -3?.
BigorU [14]

4x - 3y > 15

4x (-3×-3) > 15

4x +9 > 15

4x +9-9 > 15-9

4x > 6

4x÷4 > 6÷4

x > 1.5

8 0
3 years ago
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