A bakery makes an equal number of 2 types of pies. This year the bakery made a total of 1,358 pies. How many of each type of pie did the bakery make?

You are wrong

If they made 2 types of pies, 1358 pies in all, and an equal amount of

both types, what would you need to do

1358

its 878

yall are wroung

To solve this problem, we can set up a system of equations. Let's represent the number of each type of pie as variables.

Let's say the number of pies of the first type is represented by "x". Since the bakery makes an equal number of both types of pies, the number of pies of the second type would also be "x".

According to the problem, the total number of pies made by the bakery is 1,358. So, we have the equation:

x + x = 1,358

Simplifying the equation, we can combine like terms:

2x = 1,358

To find the value of "x", we divide both sides of the equation by 2:

2x/2 = 1,358/2
x = 679

So, the bakery made 679 pies of each type.

you guys r rong!

1358/2 = ?

This is simple all you have to do is.........

1,358/2
This equals to 679