Question

A small jar of salsa contains 12 1/2 ounces. A large jar of salsa contains 75 ounces How many small jars of salsa equal the same number of ounces as 1 large jar of salsa

Answer 1

Answer:

6

Step-by-step explanation:

to find this divide big/small

75/12.5 = 6

so 6 small containers = 1 large one

Answer 2

By taking the quotient between the volume of a large jar and the volume of a small jar we will see that 6 small jars have the same volume that a large one.

How to solve the problem?

To see how many small jars of volume (12 + 1/2) ounces are equal in volume to a large jar with a volume of 75 ounces, we just need to take the quotient between these two quantities.

Taking the quotient we get:

$N = \frac{75 oz}{(7 + 1/2)oz} = \frac{75}{15/2} = \frac{75*2}{15} = 6$

This means that, in 6 of the small jars, we have the same volume that a large jar.

If you want to learn more about quotients, you can read:

https://brainly.com/question/7068223