Answer:
b.how costs react to changes in activity level
Explanation:
Cost behavior analysis is the study of how operating cost varies with changes in production level. Management uses mathematical functions to understand how costs change relate to activity level. The costs in reference include fixed, variable, and mixed costs incurred in the manufacturing process.
Understanding cost behavior helps management in controlling and planning business costs. The analysis is useful in determining the cost, profit, volume relationship, including break-even points.
Answer:
Option b: Increase profits by shifting the demand curve for the product to the right
Explanation:
Marketing is simply all the activities necessary for a firm to sell a product to a consumer. Firm engages in marketing to make their brand or product known.
Advertising has a whole lot of effect in the society at large. There are economic effect, social effect and others.
effects of advertising on the prices of goods and service includes exerting an upward pressure on prices that is the Cost of advertising is passed along to consumers and Advertising makes us less price sensitive) and exerting a downward pressure on prices may lead to economies of scale and Lowers the cost of sales.
Social Effects of Advertising is that it is manipulative and promotes unnecessary consumption,Advertising makes us more intelligent consumers and promotes worthwhile social causes.
Answer:
% in T bills = 18.92%, % in P = 81.08%
Explanation:
Portfolio return = Weighted average return
Return of portfolio P = 0.14*0.6 + 0.10*0.4
Return of portfolio P = 0.124
Let % money in T bills be x
0.11 = 0.05*x + 0.124*(1-x)
0.11 = 0.05x + 0.124 - 0.124x
0.014 = 0.074x
x = 18.92%
Hence, % in T bills = 18.92%, % in P = 81.08%
ob topics typically relate to the individual, team and organizational levels of analysis.
Answer:
Income elasticity of demand for snarfblatts is 1.
Explanation:
the consumer spends 20% of the income on snarfblatts, thus the percentage change in consumption of the snaerblatts is equal to the percentage in income, that is:
Elasticity = % change in demand of snarfblatts/% change in income
= 1
Therefore, Income elasticity of demand for snarfblatts is 1.
