Call shades a role in the multiplication table the product in the row are all even the ones digit in the product repeats zero, four, eight, two, six what role does Carl shade?
Based on the given information, the role that Carl Shade plays in the multiplication table can be determined by the pattern of the ones digit in the products.
The ones digit in the product repeats as: 0, 4, 8, 2, 6, 0, 4, 8, 2, 6...
Therefore, Carl Shade's role can be identified based on the position of the number 4.
Since 4 is the second number in the repeating sequence, Carl Shade's role corresponds to the second number in each row of the multiplication table where the products have all even digits.
To determine the role that Carl Shade plays in the multiplication table, we need to understand the given information. The information states that the product in the row should be all even, and the ones digit in the product should repeat the sequence: 0, 4, 8, 2, 6.
Let's analyze this step by step:
1. In a multiplication table, each cell represents the product of two numbers. The rows indicate the multiplicand (the number being multiplied), and the columns indicate the multiplier (the number by which we are multiplying).
2. The given sequence of ones digits (0, 4, 8, 2, 6) repeats in a cyclical pattern. This pattern suggests that the cyclical multiplicands (the numbers in the row) must correspond to this sequence.
3. Since the ones digits are 0, 4, 8, 2, 6, let's assign them to the multiplicands:
- The first multiplicand must result in a product ending with zero (e.g., any number multiplied by 10, 20, 30, etc.)
- The second multiplicand must result in a product ending with four (e.g., any number multiplied by 4, 14, 24, etc.)
- The third multiplicand must result in a product ending with eight (e.g., any number multiplied by 8, 18, 28, etc.)
- The fourth multiplicand must result in a product ending with two (e.g., any number multiplied by 2, 12, 22, etc.)
- The fifth multiplicand must result in a product ending with six (e.g., any number multiplied by 6, 16, 26, etc.)
4. Now, when we look at the role that Carl Shade plays, it is clear that Carl Shade corresponds to the multiplicand that results in a product ending in eight (8). Hence, Carl Shade's role is associated with the multiplicand that produces the sequence of eight as the ones digit.
Note: It is important to have additional information or context to fully determine Carl Shade's specific role in the multiplication table. The given information does not provide all the necessary details to specify a unique role for Carl Shade.