Question
What is the value for each square if the total was 84?
Captionless Image
A. 7
B. 10
C. 12
D 21
Captionless Image
A. 7
B. 10
C. 12
D 21
Answers
GPT 3.5
The given information is not sufficient to determine the value for each square.
???
the squares shows 3/4
GPT 3.5
If the total value of the squares is 84 and each square represents 3/4 of a certain value, we can find the value of each square by dividing the total by the number of squares:
84 / (3/4) = 84 x (4/3) = 112
Therefore, the value for each square is 112.
84 / (3/4) = 84 x (4/3) = 112
Therefore, the value for each square is 112.
???
you have to pick between 7, 10, 12, and 21 show your work
GPT 3.5
Apologies for the confusion. To find the value for each square, we need to divide the total (84) by the number of squares.
Let's consider the options provided:
A. 7:
If each square was worth 7, the sum of all the squares would be 7 * number of squares. Since 7 * 12 = 84, this option does not satisfy the given total.
B. 10:
If each square was worth 10, the sum of all the squares would be 10 * number of squares. However, 10 * 12 is not equal to 84. Therefore, this option does not satisfy the given total.
C. 12:
If each square was worth 12, the sum of all the squares would be 12 * number of squares. Since 12 * 7 is equal to 84, this option satisfies the given total.
D. 21:
If each square was worth 21, the sum of all the squares would be 21 * number of squares. However, 21 * 4 is not equal to 84. Therefore, this option does not satisfy the given total.
Based on the calculations, the value for each square is 12 (option C).
Let's consider the options provided:
A. 7:
If each square was worth 7, the sum of all the squares would be 7 * number of squares. Since 7 * 12 = 84, this option does not satisfy the given total.
B. 10:
If each square was worth 10, the sum of all the squares would be 10 * number of squares. However, 10 * 12 is not equal to 84. Therefore, this option does not satisfy the given total.
C. 12:
If each square was worth 12, the sum of all the squares would be 12 * number of squares. Since 12 * 7 is equal to 84, this option satisfies the given total.
D. 21:
If each square was worth 21, the sum of all the squares would be 21 * number of squares. However, 21 * 4 is not equal to 84. Therefore, this option does not satisfy the given total.
Based on the calculations, the value for each square is 12 (option C).