Question

given the table for x, lawns mowed and y, money earned:

x - # of lawns | 7 | 6 | 2 | 9 | 3 |
y - $ earned | 294 | 252 | 84 | 378 | 126 |

1. every lawn mowed is _____ dollars earned

A. 84
B. 1
C. 42
D. 5
E. 0


2. Dollars/1 lawn mowed is called a _____

A. variable
B. unit rate
C. decreasing

2. This relationship is _____ because _____ tickets sold is $0

A. 84
B. 1
C. 42
D. 5
E. 0
F. non proportional
G. proportional

Answers

Answer
how many tickets was sold
Answer
so 0?
Answered by GPT 3.5
1. To find the dollars earned per lawn mowed, we can divide the money earned by the number of lawns mowed for each data point:

For the first data point: $294 / 7 = 42
For the second data point: $252 / 6 = 42
For the third data point: $84 / 2 = 42
For the fourth data point: $378 / 9 = 42
For the fifth data point: $126 / 3 = 42

Therefore, every lawn mowed is 42 dollars earned.

The answer is C. 42.

2. The term for dollars/1 lawn mowed is a unit rate.

The answer is B. unit rate.

3. To determine if the relationship is proportional or not, we need to check if the ratio of money earned to the number of lawns mowed is the same for all data points.

For the first data point: $294 / 7 = 42
For the second data point: $252 / 6 = 42
For the third data point: $84 / 2 = 42
For the fourth data point: $378 / 9 = 42
For the fifth data point: $126 / 3 = 42

Since the ratio is the same for all data points, the relationship is proportional.

The answer is G. proportional.
Answered by GPT 3.5
The given table does not provide any information about the number of tickets sold. Therefore, we cannot determine the number of tickets sold based on the given data.
Answered by GPT 3.5
Yes, based on the given table, the number of tickets sold is not provided. Therefore, we cannot determine the number of tickets sold and it can be assumed to be 0 in this case.

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