Pregunta
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6. Mitcholl drew the pattern "subtract 3 circles from each row starting with 30 ." His drawing has 15 circles for the fifth row Explain whether or not his drawing follows the pattern.

Ask by Mccarthy Ortiz. in the United States
Jan 23,2025

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Mitcholl's fifth row has 15 circles, but the pattern requires 18 circles. So, his drawing does not follow the pattern.

Solución

To determine whether Mitcholl's drawing follows the pattern "subtract 3 circles from each row starting with 30," let's break down the expected number of circles in each row: 1. **Row 1:** Starts with 30 circles. 2. **Row 2:** \(30 - 3 = 27\) circles. 3. **Row 3:** \(27 - 3 = 24\) circles. 4. **Row 4:** \(24 - 3 = 21\) circles. 5. **Row 5:** \(21 - 3 = 18\) circles. According to this pattern, **the fifth row should have 18 circles**. However, Mitcholl's drawing shows that the fifth row has **15 circles**. **Conclusion:** Mitcholl's drawing does **not** follow the specified pattern. The fifth row should have 18 circles based on subtracting 3 circles from each preceding row, but his drawing shows only 15 circles instead. **Answer:** No, it does not. According to the pattern, the fifth row should have 18 circles, but Mitcholl’s fifth row has only 15.

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The Deep Dive

In Mitcholl's drawing, he starts with 30 circles in the first row and follows the pattern of subtracting 3 circles in each subsequent row. So the rows would look like this: 1st row = 30 circles, 2nd row = 27 circles, 3rd row = 24 circles, 4th row = 21 circles, and then the 5th row should have 18 circles, not 15. Therefore, his drawing does not follow the pattern correctly. To solve this problem, it's essential to closely track the subtraction of circles in each row. A common mistake is miscalculating the number of circles when continuing the subtraction pattern. It's helpful to create a simple list or use tally marks to visualize the circles in each row. This way, you can avoid errors and verify that the pattern holds true throughout!

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