There are 8 crackers in 1 serving, 16 crackers in 2 servings, 24 crackers in 3 servings, and so on. How many crackers are in a box of 12 servings?
(1 point)
Responses
80
80
96
96
108
108
120
The pattern seems to be that each serving adds 8 crackers. Therefore, to find the number of crackers in 12 servings, you can multiply the number of servings by 8: 12 servings * 8 crackers per serving = 96 crackers.
So the correct response is 96.
Give an example of an open equation.
To find out how many crackers are in a box of 12 servings, we need to determine the pattern. We see that the number of crackers increases by 8 each time we increase the number of servings by 1. So, in 1 serving, there are 8 crackers.
To find the number of crackers in 12 servings, we can multiply 8 by 12:
8 x 12 = 96
Therefore, there are 96 crackers in a box of 12 servings.
To find out how many crackers are in a box of 12 servings, we need to determine the pattern that relates the number of servings to the number of crackers.
From the given information, we see that each serving contains 8 crackers. In each consecutive serving, the number of crackers increases by 8 each time (8, 16, 24, and so on). This indicates a linear relationship between the number of servings and the number of crackers, where the number of crackers increases by 8 for every serving.
To find the number of crackers in a box of 12 servings, we can use the formula for an arithmetic sequence:
An = A1 + (n - 1)d
Where:
An is the term or value we are trying to find (number of crackers in a box of 12 servings)
A1 is the first term (number of crackers in 1 serving, which is 8)
n is the number of terms (number of servings, which is 12)
d is the common difference (increase in the number of crackers for each serving, which is 8)
Substituting the values into the formula, we get:
An = 8 + (12 - 1) * 8
= 8 + 11 * 8
= 8 + 88
= 96
Therefore, there are 96 crackers in a box of 12 servings.