Question

Each candy bar costs the same price. What is the price for 1 candy bar?





Number of Candy Bars
Total Cost
8
8
$
6.64
$6.64
10
10
$
8.3
$8.3
13
13
$
10.79
$10.79
19
19
$
15.77
$15.77


The cost for 1 candy bar is $
.

Answer 1

DRAG & DROP THE ANSWER
621.0=522.5\frac{6}{21.0}=\frac{5}{22.5}
21.0
6
​
=
22.5
5
​


515=2575\frac{5}{15}=\frac{25}{75}
15
5
​
=
75
25
​


615.0=1332.5\frac{6}{15.0}=\frac{13}{32.5}
15.0
6
​
=
32.5
13
​


39=33100\frac{3}{9}=\frac{33}{100}
9
3
​
=
100
33
​

Answer 2

DRAG & DROP THE ANSWER
621.0=522.5\frac{6}{21.0}=\frac{5}{22.5}
21.0
6
​
=
22.5
5
​


39=33100\frac{3}{9}=\frac{33}{100}
9
3
​
=
100
33
​


615.0=1332.5\frac{6}{15.0}=\frac{13}{32.5}
15.0
6
​
=
32.5
13
​


515=2575\frac{5}{15}=\frac{25}{75}
15
5
​
=
75
25

​
Proportional

Not Proportional

Answer 3

Given the equation
�
=
4
�
y=4x fill in the missing x-value and y-value.



(
3
,

�
)

�
=
(3, y) y=






(
�
,

10
)

�
=
(x, 10) x=

Answer 4

The cost for 1 candy bar is $0.83.

Answer 5

The cost for 1 candy bar is $0.83.

Answer 6

Sorry, my previous response was incorrect. Apologies for the confusion.

The correct answer is:

To find the price for 1 candy bar, we can observe that the total cost increases linearly with the number of candy bars. The ratio of the total cost to the number of candy bars remains constant.

So, we can calculate the price for 1 candy bar by dividing the total cost by the number of candy bars:

For the given data:

- For 8 candy bars, the total cost is $6.64.
- For 10 candy bars, the total cost is $8.30.
- For 13 candy bars, the total cost is $10.79.
- For 19 candy bars, the total cost is $15.77.

Now, we divide the total cost by the number of candy bars to find the price for 1 candy bar:

- $6.64 / 8 = $0.83.
- $8.30 / 10 = $0.83.
- $10.79 / 13 = $0.83.
- $15.77 / 19 = $0.83.

So, the price for 1 candy bar is $0.83.

Answer 7

Given the equation y=4x, we need to find the missing x and y values.

For (3, y):

y=4(3)
y=12

So, the missing y-value is 12.

For (x, 10):

10=4x
x=10/4
x=2.5

So, the missing x-value is 2.5.