Answer: The correct answer is choice c - minor requirements.
Explanation: When a student is working towards earning a bachelor’s degree at most four year colleges they are not normally required to choose a minor. The standard requirements are normally electives, general education requirement and major requirements.
The model that best fits the given situation is exponential
<h3>
what is an Exponential Function?</h3>
Exponential function, in mathematics a relationship of the form y = 
, where the independent variable x extends over the entire real number line as an exponent of a positive number a. The most important exponential function is y = 
.
Here,
The value of a classic car = $50,000
It is increasing in value by 5% per year.
So, here we have a = 50,000 and x = 5%
The function is increasing.
b = 1+5%
b = 1+0.05 = 1.05
Hence, the function that describes this situation is given by:
To learn more about Exponential Function from the given link
brainly.com/question/10750625
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X= a number
Less than means to subtract from the quantity.
(x + 7) - 12= -2
add 12 to both sides
x + 7= 10
subtract 7 from both sides
x=3
ANSWER: A number equals 3.
Hope this helps! :)
Answer:
a. Transportation problems
Explanation:
In Business management, problems which deal with the direct distribution of products from supply locations to demand locations are called transportation problems.
Transportation is a supply chain technique which primarily includes all of the process involved in the distribution of finished goods and services from the production line to the consumers or end users, so as to meet their needs or wants.
Answer:
B. equals the relative price of the two goods.
Explanation:
A budget constraint refers to how much money a person or a company has to spend in any given pair of goods or services, e.g. you have $10 and you want to eat hot dogs and drink Coke.
The slope of the budget constraint refers to the relative price of the two goods or services, e.g. a hot dogs costs $2 and a Coke costs $1.50. The slope of the budget constraint = $1.50 / $2 = 0.75. The slope of a budget constraint is always equal or less than 1, that is why the smallest value is the numerator.
