Length -12p + 4 width -7p + 10. Area ?

Answers

Answer 1
Answer:

Answer:
84p^2-148p+40

A=LxW
=(-12p+4)(-7p+10)
=84p^2-148p+40


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How is inflation, the output gap and monetary policy related 2. GDP definition includes Market value, final goods and services , production within acountry and a given period of time. Justify importance of using market value of final goods and services to cal GDP and explain why each component of GDP is important

Answers

Answer:

Check below

Step-by-step explanation:Hi,

Here's a little of Macroeconomics. Especially under Keynes's viewpoint and Economics.

1) These are intertwined concepts: The output gap, Monetary Policy, and Inflation.

Output Gap: This fits as a parameter that shows us if inflation or deflation. Usually, we notice it in case of inflation.

If the demand rises rapidly on a series of products and services an output gap occurs. And subsequently, the prices fly high due to the sudden pressures in the whole chain of supply, causing inflation.

Then the Government to face the inflation makes use of the Monetary policy to slow the inflation rate down is making use of interest rates. By doing that, the Fed or any other Central Bank makes the loans more expensive and helps to decrease the inflation rate.

2.

The Market Value on GDP is not steady, so it is not possible to talk about Gross Domestic Product and exclude how much does it value on the International Market. Let's say a country that almost only produces petrol its GDP is also directly linked to the International value of Petroleum.

Similarly, final goods and services also get into account. Since our economy services are also as valuable as a commodity, or a product, for instance, the banking services on Luxembourg are part of their GDP.

Moreover, a production within a country works like that if a Spanish man works temporarily in Belgium, the value of his work is credited to Spain's GDP.

And finally, since GDP is measured according to period then there's a need to get into account which period are we considering?

Write the following in decimals twelve and nine thousand six hundred and forty-seven millionths

Answers

idk figure it out i need help with mine so i will try to help you later thx

Find x when y =18, if y = 5 when x = 4

Answers

Answer:

14.4

Step-by-step explanation:

x=18

if x=4 then y=5

18/5= 3.6

therefore x= 4 times 3.6 or 14.4

a flower bed is in the shape of triangle with one side twice the length of the shortest side and the third side is 28 feet more thanthe length of the shortest side. find the dimensions if the perimeter is 184 feet.

Answers

x - the shortest side
2x
x + 28

The sum of these must be equal to the perimeter of the flower bed, so 

x + 2x + x + 28 = 184

4 x + 28 = 184  Combined like terms

4x = 156  Subtracted 28 from both sides

x = 39  Divided both sides by 4.

So the dimensions are 39 feet, 78 feet, and 67 feet

Final answer:

The problem involves finding the sides of a triangle given the perimeter and conditions for each side. After setting up an equation based on the conditions and solving for x, which is assumed to be the shortest side, the sides of the triangle are found to be 39 feet, 78 feet, and 67 feet.

Explanation:

This is a mathematical problem involving triangles and perimeter. The perimeter of a triangle is the sum of all of its sides. In your case, if we assume the shortest side to be x feet, then the other two sides, according to the question, are 2x feet and x+28 feet. Since the perimeter is 184 feet, these can be added together and set equal to 184, as such:

x + 2x + (x+28) = 184.

Add together like terms:

4x + 28 = 184.

Subtract 28 from both sides:

4x = 156.

Divide both sides by 4:

x = 39 feet.

Therefore, the sides of the triangle are 39 feet, 78 feet (2 * 39), and 67 feet (39 + 28).

Learn more about Triangles & Perimeter here:

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Which pairs of angles are alternate exterior angles? Choose all answers that are correct.

Answers

A and D are the correct answers. They are on opposite sides of the transversal and are on the outside of the parallel lines.
it would be A and H , B and G
this is because they are completely opposite each other as you can see in the diagram.

How can you tell if radicals are like radicals?

Answers

Like radicals are the radicals that have the same index. The numbers which lie in the same root or those numbers whose power are same are called like radicals.

Like radicals are the radicals that have the same index. The numbers which lie in the same root or those numbers whose power are same are called like radicals.