Final answer:
To identify the correct patterns in the shaded parts of a hundred chart, an examination of the actual shaded numbers is necessary. The statements given suggest patterns related to multiples of 3 and ways to navigate to other shaded numbers on the chart. Without access to the chart, it's not feasible to determine which statements are accurate.
Step-by-step explanation:
The student has asked to identify the patterns in the shaded parts of a hundred chart. After analyzing the shaded numbers on the chart, we can determine which statements accurately describe these patterns:
- Statement a: This suggests that if we add the digits of every shaded number, the sum will be a multiple of 3. We should inspect the digits to see if this is always the case.
- Statement b: This statement says that each shaded number will have a digit in the ones place that is a multiple of 3. We must check the ones place of each shaded number to verify.
- Statement c: This implies a method of reaching another shaded number by adding 10 and then 1. This pattern is indicative of moving one row down and one column to the right on the chart.
- Statement d: This asserts that each shaded number is the product of 3 and another whole number, meaning it is a multiple of 3. To confirm, we would need to check if every shaded number can be divided evenly by 3.
To determine the correct answers, an examination of the hundred chart is necessary. Without the hundred chart, it is not possible to confidently identify the correct patterns and choose the accurate statements.