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JulijaS [17]
4 years ago
15

Shannon has three different recipes for chocolate chip cookies. If she wants to make 4 dozen cookies from Batch A, she needs to

use 2 cups of chocolate chips. If she wants to make 3 dozen cookies from Batch B, she needs to use 3 cups of chocolate chips. If she wants to make 3 dozen cookies from Batch C, she needs to use 1.5 cups of chocolate chips. Calculate each unit rate and then select the true statements below.
Batch C would use 6 cups of chocolate chips to make 12 dozen cookies.


Batch B uses 1 cup of chocolate chips per 1 dozen cookies.


Batch C uses less cups of chocolate chips per dozen than Batch A.


Batch A and Batch C have the same number of cups of chocolate chips per cookie.


Batch A and Batch B have the same number of cups of chocolate chips per cookie.


Batch B uses less cups of chocolate chips per dozen than Batch C.
Mathematics
2 answers:
love history [14]4 years ago
5 0

Answer:

1.)Batch B uses 1 cup of chocolate chips per 1 dozen cookies.

2.)Batch A and Batch C have the same number of cups of chocolate chips per cookie.

3.)Batch C would use 6 cups of chocolate chips to make 12 dozen cookies.

Step-by-step explanation:

i did it

hjlf4 years ago
3 0

Answer:

1.) Batch C would use 6 cups of chocolate chips to make 12 dozen cookies.

2.)  Batch B uses 1 cup of chocolate chips per 1 dozen cookies.

Step-by-step explanation:

To calculate the unit rate for each batch, set up a ratio of cups of chocolate chips to dozens of cookies for each batch and simplify.

Batch A and Batch C both have a unit rate of 0.5 cups of chocolate chips per 1 dozen cookies. Batch B has a unit rate of 1 cup of chocolate chips per 1 dozen cookies.

So, the true statements would be Batch A and Batch C have the same number of chocolate chips per cookie, Batch B uses 1 cup of chocolate chips per 1 dozen cookies, and Batch C would use 6 cups of chocolate chips to make 12 dozen cookies.

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1 The metal used to make a coin is a mixture of steel and copper. The ratio mass of steel
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\huge{ \underline{ \underline{ \gray{ \bf{Solution:}}}}}

Let,

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  • Mass of the copper be 7x
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