Write the fraction shown in the drawing:
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Write the fraction shown in the drawing:
To solve this problem, observe the visual representation as follows:
First, we need to count the total number of equal parts shown in the drawing. By examining the entire diagram, we can see that there are a total of six rectangles.
Second, we need to count how many of these boxes are shaded. Upon reviewing, we see that four boxes are shaded.
Therefore, the fraction of the shaded boxes compared to the entire group is given by the ratio of shaded boxes over the total number of boxes.
Thus, the fraction represented by the drawing is:
This corresponds to the first answer choice. Therefore, the correct answer is .
Write the fraction as a mixed number:
\( \frac{10}{7}= \)
The denominator is always the total number of equal parts in the whole figure. Count every single square or section, whether it's shaded or not!
Only count squares that are equal in size. In this problem, all 6 rectangles are the same size, so they all count as valid parts.
Yes! when simplified. Both forms are correct, but simplified fractions are usually preferred.
Count again carefully! Go left to right, or use your finger to point at each square. There should be exactly 6 squares total in this grid.
Look carefully at the actual grid - it shows only 6 rectangles, not 8. The visual determines the total, not what you might expect to see.
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