GIVEN THE TABLE FOR X TICKETS SOLD AND Y MONEY EARNED.
A. EVERY TICKET SOLD IS _ MONEY EARNED
B. DOLLARS/ ONE TICKET IS CALLED A _
C.THIS RELATIONSHIP IS _ BECAUSE 0 TICKETS SOLD IS _ DOLLARS EARNED.
VARIABLE, CONSTANT, UNIT RATE, PORPORTIONAL, NONPORPORTIONAL, 0, 1, 5,60
A. EVERY TICKET SOLD IS _ MONEY EARNED
- The table does not give the specific information for the relationship between tickets sold and money earned. It depends on the actual values given in the table.
B. DOLLARS/ ONE TICKET IS CALLED A _
- Dollars per one ticket is called the UNIT RATE.
C. THIS RELATIONSHIP IS _ BECAUSE 0 TICKETS SOLD IS _ DOLLARS EARNED.
- This relationship is PROPORTIONAL because 0 tickets sold is associated with 0 dollars earned.
Based on the given information in the table for x tickets sold and y money earned, let's answer the questions step by step:
A. EVERY TICKET SOLD IS _ MONEY EARNED:
To determine the relationship between tickets sold and money earned, we need to look at the table. Since the table provides the values for x tickets sold and y money earned, we can say that for each ticket sold, there is a specific amount of money earned. Therefore, every ticket sold is associated with a certain amount of money earned.
The answer to this question is VARIABLE.
B. DOLLARS/ONE TICKET IS CALLED A _:
To express the relationship between dollars and one ticket, we need to determine the unit rate. The unit rate refers to the amount earned per unit of input. In this case, the unit rate is dollars earned per one ticket sold.
The answer to this question is UNIT RATE.
C. THIS RELATIONSHIP IS _ BECAUSE 0 TICKETS SOLD IS _ DOLLARS EARNED:
To determine the type of relationship between tickets sold and dollars earned, we need to analyze the given data. It is mentioned in the question that 0 tickets sold results in a specific amount of dollars earned.
If the dollars earned is 0 when 0 tickets are sold, it means that the relationship between tickets sold and dollars earned is directly proportional. In a proportional relationship, when one variable increases or decreases, the other variable changes by the same factor. In this case, the dollars earned is directly proportional to the number of tickets sold.
The answer to this question is PROPORTIONAL.
To answer these questions, we need to understand the concepts of the given table.
The table shows the relationship between the number of tickets sold (represented by X) and the amount of money earned (represented by Y).
A. To determine the amount of money earned for each ticket sold, we need to calculate the unit rate. The unit rate is the ratio of the money earned (Y) to the number of tickets sold (X). Thus, every ticket sold is Y/X money earned.
B. The unit rate, which represents the dollars earned for one ticket, is often called the constant of proportionality. So, dollars/one ticket can be referred to as the constant or constant of proportionality.
C. Based on the given information, we can determine if this relationship is proportional or nonproportional. If the relationship is proportional, the constant of proportionality will stay the same regardless of the number of tickets sold. However, if the relationship is nonproportional, the constant of proportionality will vary as the number of tickets sold changes.
To determine if the relationship is proportional or nonproportional, we can analyze what happens when 0 tickets are sold. If 0 tickets sold leads to 60 dollars earned, then the relationship is proportional because there is a constant rate of change regardless of the number of tickets sold.
So, summarizing the information:
A. Every ticket sold is Y/X money earned.
B. Dollars/one ticket is called a constant of proportionality.
C. This relationship is proportional because 0 tickets sold results in 60 dollars earned.