To find out how many buttons would be in each container, we need to divide the total number of buttons (1,248) by the number of containers (8).
1,248 ÷ 8 = 156
So, there would be 156 buttons in each container.
If Mrs. Bowlin separated the buttons evenly into 8 containers, how
many buttons would be in each container? Mrs. Bowlin has 1,248 Explain
9 answers
Mrs. Bowlin had 4 colors of construction paper. If she had the same
number of pieces of each color, how many pieces of each color did
Mrs. Bowlin have?
number of pieces of each color, how many pieces of each color did
Mrs. Bowlin have?
Let's assume Mrs. Bowlin had x number of pieces of each color of construction paper.
Since she had 4 colors, she had x pieces of each color.
Therefore, Mrs. Bowlin had x pieces of each color.
Since she had 4 colors, she had x pieces of each color.
Therefore, Mrs. Bowlin had x pieces of each color.
Mrs. Bowlin had 4 colors of construction paper. If she had the same
number of pieces of each color, how many pieces of each color did
Mrs. Bowlin have? Explain
number of pieces of each color, how many pieces of each color did
Mrs. Bowlin have? Explain
If Mrs. Bowlin had the same number of pieces of each color, we can represent the number of pieces as x.
Since there were 4 colors of construction paper, Mrs. Bowlin had x pieces of each color.
In other words, Mrs. Bowlin had x red pieces of construction paper, x blue pieces, x green pieces, and x yellow pieces.
So, the number of pieces of each color that Mrs. Bowlin had is x.
Since there were 4 colors of construction paper, Mrs. Bowlin had x pieces of each color.
In other words, Mrs. Bowlin had x red pieces of construction paper, x blue pieces, x green pieces, and x yellow pieces.
So, the number of pieces of each color that Mrs. Bowlin had is x.
Mrs. Bowlin had 4 colors of construction paper. If she had the same
number of pieces of each color, how many pieces of each color did
Mrs. Bowlin have? EXPLAIN THIS ANSWER
number of pieces of each color, how many pieces of each color did
Mrs. Bowlin have? EXPLAIN THIS ANSWER
If Mrs. Bowlin had the same number of pieces of each color, we can represent the number of pieces of each color as x.
Since there were 4 colors of construction paper, Mrs. Bowlin had x pieces of each color.
In other words, let's say she had x pieces of red construction paper, x pieces of blue construction paper, x pieces of green construction paper, and x pieces of yellow construction paper.
So, the number of pieces of each color that Mrs. Bowlin had is x, regardless of the specific value of x. This means that she had an equal number of pieces of each color, ensuring a fair and balanced distribution.
Since there were 4 colors of construction paper, Mrs. Bowlin had x pieces of each color.
In other words, let's say she had x pieces of red construction paper, x pieces of blue construction paper, x pieces of green construction paper, and x pieces of yellow construction paper.
So, the number of pieces of each color that Mrs. Bowlin had is x, regardless of the specific value of x. This means that she had an equal number of pieces of each color, ensuring a fair and balanced distribution.
Mrs. Bowlin had 4 colors of construction paper. If she had the same
number of pieces of each color, how many pieces of each color did
Mrs. Bowlin have? They have 2,040 Explain
number of pieces of each color, how many pieces of each color did
Mrs. Bowlin have? They have 2,040 Explain
If Mrs. Bowlin had the same number of pieces of each color and the total number of pieces is 2,040, we can divide this number by the number of colors to find out how many pieces of each color she had.
2,040 ÷ 4 = 510
Therefore, Mrs. Bowlin had 510 pieces of each color of construction paper.
2,040 ÷ 4 = 510
Therefore, Mrs. Bowlin had 510 pieces of each color of construction paper.
1 answer