There are 6 crackers for 1 serving, 12 crackers for 2 servings, 18 crackers for 3 servings and so on. How many servings for 42 crackers?(1 point)
We can observe that for every serving, the number of crackers is increasing by 6. So, for $x$ servings, the number of crackers can be found by the formula $6x$.
Therefore, if we want to find the number of servings for 42 crackers, we can set up the equation $6x = 42$.
Simplifying the equation, we find that $x = \boxed{7}$ servings.
To find out how many servings are represented by 42 crackers, we need to determine the pattern in the given information. We can start by examining the relationship between the number of crackers and the number of servings.
From the information provided, we see that the number of crackers is increasing by 6 for each serving. This means that for each additional serving, we need 6 more crackers.
To find the number of servings for 42 crackers, we can set up a proportion:
Number of crackers / Number of servings = 6 crackers / 1 serving
Let's solve for the number of servings.
42 crackers / Number of servings = 6 crackers / 1 serving
Cross multiplying, we get:
42 crackers * 1 serving = 6 crackers * Number of servings
Simplifying, we have:
42 servings = 6 crackers * Number of servings
Now we can solve for the number of servings:
42 servings / 6 crackers = Number of servings
Dividing, we find:
Number of servings = 7 servings
Therefore, there are 7 servings represented by 42 crackers.
To find out how many servings are equivalent to 42 crackers, you can use the given information to determine the pattern.
The pattern in the given information is that the number of crackers increases by 6 for each additional serving. So, we can set up an equation to solve for the number of servings, "s", for 42 crackers.
Number of crackers = 6 * Number of servings
42 = 6 * s
To solve for s, divide both sides of the equation by 6:
42/6 = 6s/6
7 = s
Therefore, there are 7 servings for 42 crackers.