The given statement can be translated into two equations. Let's denote the cost of a cupcake as C and the cost of a brownie as B.

From the first part of the statement "3 cupcakes and 3 brownies costs 112", we can form the equation:

3C + 3B = 112

From the second part of the statement "Eric bought 6 cupcakes and 4 brownies for 10", we can form the equation:

6C + 4B = 10

So, the two equations are:

3C + 3B = 112
6C + 4B = 10

Question

The given statement can be translated into two equations. Let's denote the cost of a cupcake as C and the cost of a brownie as B.

From the first part of the statement "3 cupcakes and 3 brownies costs 112", we can form the equation:

3C + 3B = 112

From the second part of the statement "Eric bought 6 cupcakes and 4 brownies for 10", we can form the equation:

6C + 4B = 10

So, the two equations are:

3C + 3B = 112
6C + 4B = 10

Knowee AI · Accepted Answer

The given statement can be translated into two equations. Let's denote the cost of a cupcake as C and the cost of a brownie as B.

From the first part of the statement "3 cupcakes and 3 brownies costs 112", we can form the equation:

3C + 3B = 112

From the second part of the statement "Eric bought 6 cupcakes and 4 brownies for 10", we can form the equation:

6C + 4B = 10

So, the two equations are:

3C + 3B = 112
6C + 4B = 10

From the given statement form the equations3 cupcakes and 3 brownies costs 112. Eric bought 6 cupcakes and 4 brownies for 10.