The price of butter increases. In two or three sentences, explain how a price increase in butter affects the demand for margarine.

Answers

Answer 1

Answer: Butter and margarine are substitute goods. Substitute goods are those goods which have similar functions and which can easily replace each other. Because the two products are substitute goods, if the price of butter increase in the market, the demand for butter will decrease and most people will start buying margarine instead of butter thus increasing the demand for margarine.
So, if the price of butter increase, the demand for margarine will increase.

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Please help me which of the following is a way farmers attempted to increase the price of agricultural products during the Great Depression?A. using new genetically altered seeds
B. agreeing to voluntarily go out of business
C. forming a farmers Union
D. destroying agricultural products

Answers

The correct answer is this one: "C. forming a farmers Union." The way that farmers attempted to increase the price of agricultural products during the Great Depression is that they form a union for farmers. This union is a way for farmers achieve common goal while they are recovering from the Great Depression.

If you followed the lead of Max Weber, you would think of social stratification in terms of: Answer a multidimensional status hierarchy. two major social classes. a middle-class society. six different social classes.

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The correct answer is "a multidimensional status hierarchy." If you followed the lead of Max Weber, you would think of social stratification in terms of a multidimensional status hierarchy. Max Weber was a German sociologist, philosopher, jurist, and political economist whose ideas profoundly influenced social theory and social research.

Selina has just been hired by a small law firm in a rural town and is told that the dress code is business casual. She shows up to her first day of work wearing a striped dress and a cardigan, but discovers that everyone else is in jeans and button-down shirts. This problem in communication is an example of__________________

Answers

Answer: Bypassing

Explanation: Bypassing is a communication problem which arises when two communicating individuals give different meaning to a word, phrase or sentence. It also arises when two individuals incorrectly assume that they have the same understanding of a particular word or subject whereas, they have actually ascribed different meaning to the word or subject.

In the given scenario, They both assume to have the same understanding or description of 'business casual'. However, they don't. Hence, the reason for the miscommunication.

The case of Anna is an example of which of the following?

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Your correct answer is extreme isolation.

Anna was a feral child, only being around the age of 6. Being kept in a room for most of her childhood. Because of no socialization, Anna couldn't communicate, read, expressionless, unable. She was almost like a wild animal.

When she was found she was suffering from malnutrition as well as her muscles showed signs of atrophy.

Insulated heat pipes, gravel pads, and __________ are used to build on top of permafrost.a. shaved sod chips
b. rubber pads
c. ice blocks
d. wood piles

Answers

The answer would be letter D. Insulated heated pipes, gravel pads, and wood piles are being used to build on top of the permafrost. Permafrost is a ground that being frozen at or below zero of water in two years or more.

Answer:

D plsssssssssssss brainlest for the memes

Explanation:

A firm’s production function isf(x1, x2) =x1 + 2x2. This means thatx2 is twice as expensive asx1.true or false?

Answers

The given statement "The firm’s production function is given as (x1, x2) = x1 + 2x2" is true.This implies that the cost of producing x2 is twice the cost of producing x1.

The given production function of the firm:f(x1, x2) = x1 + 2x2shows the output that the firm can produce by using the two input factors x1 and x2.

To determine if x2 is twice as expensive as x1, we need to compare the costs of producing these two inputs. Since the production function does not give the actual cost of production, we need to use the concept of marginal cost. The marginal cost of an input is the additional cost incurred by the firm when it increases the input by one unit.

Mathematically, marginal cost = ∂C/∂XiHere, Xi represents the input factor and C represents the total cost of production. Now, let us find the marginal cost of x1 and x2.Marginal cost of x1 = ∂C/∂x1= ∂(x1 + 2x2)/∂x1= 1Marginal cost of x2 = ∂C/∂x2= ∂(x1 + 2x2)/∂x2= 2Therefore, the cost of producing x2 is twice the cost of producing x1. Hence, the given statement is true.

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