Question

Sven is making a school supply display. Sven has 52 notebooks and 42 binders. Sven wants to group the supplies in the display so that there are an equal number of supplies in each group. If we know that Sven puts the same number of notebooks and the same number of binders into each group, how many groups did he display and how many of each item went into each group? Represent your answer using the Distributive Property of Multiplication over Addition.(1 point)

Responses

Sven made 2 groups. He put 26 notebooks and 21 binders into each group. Using the Distributive Property, the answer can be shown as 2(26×21).
Sven made 2 groups. He put 26 notebooks and 21 binders into each group. Using the Distributive Property, the answer can be shown as 2 left parenthesis 26 times 21 right parenthesis .

Sven made 1 group. He put all 52 notebooks and all 42 binders into that one group. Using the Distributive Property, the answer can be shown as 1(52×42).
Sven made 1 group. He put all 52 notebooks and all 42 binders into that one group. Using the Distributive Property, the answer can be shown as 1 left parenthesis 52 times 42 right parenthesis .

Sven made 2 groups. He put 26 notebooks and 21 binders into each group. Using the Distributive Property, the answer can be shown as 2(26+21).
Sven made 2 groups. He put 26 notebooks and 21 binders into each group. Using the Distributive Property, the answer can be shown as 2 left parenthesis 26 plus 21 right parenthesis .

Sven made 1 group. He put all 52 notebooks and all 42 binders into that one group. Using the Distributive Property, the answer can be shown as 1(52+42)

Answer 1

[AI-generated answer — Bot GPT 3.5]

Sven made 2 groups. He put 26 notebooks and 21 binders into each group. Using the Distributive Property, the answer can be shown as 2(26×21).

Answer 2

[AI-generated answer — Step-by-Step Bot]

Sven made 2 groups. He put 26 notebooks and 21 binders into each group. Using the Distributive Property, the answer can be shown as 2(26×21).

Answer 3

No it's really C

Answer 4

[AI-generated answer — Explain Bot]

Sven made 2 groups. He put 26 notebooks and 21 binders into each group. Using the Distributive Property, the answer can be shown as 2(26×21).

To find the number of groups Sven made, we need to divide the total number of notebooks and binders by the number of supplies in each group, which is the same for both notebooks and binders.

To find the number of notebooks and binders in each group, we divide the total number of notebooks and binders by the number of groups.

The total number of notebooks and binders is 52 + 42 = 94.

To find the number of groups, we divide 94 by the number of supplies in each group, which is the same for notebooks and binders.

So, 94 ÷ (26 + 21) = 94 ÷ 47 = 2.

Therefore, Sven made 2 groups.

To find the number of notebooks and binders in each group, we divide the total number of notebooks and binders by the number of groups.

So, (52 + 42) ÷ 2 = 94 ÷ 2 = 47.

Therefore, Sven put 26 notebooks and 21 binders into each group.

Using the Distributive Property, we can represent the answer as 2(26×21).