Question

five minute mult
name:
multiply each row numbe
(range
× 7 4 1 5 3 9 8 6 0 2
4 28 16 4 20 12 0 8
9 63 36 9 45 27 0 18
2 14 8 2 10 6 0 4
5 35 20 5 25 15 0
3 21 12 3 15 9 0
7 49 28 7 35 21 0
0 0 0 0 0 0 0 0 0 0
6 42 24 6 30 18 0
1 7 4 1 5 3 8 6 0
8 56 32 8 40 24 72 56 48 0

Explanation:

Step1: Identify the missing cells

Looking at the multiplication table, we need to fill in the missing products. Let's take the row with 4 and column with 9: \(4\times9 = 36\)

Step2: Row 4, column 8: \(4\times8 = 32\)

Step3: Row 4, column 6: \(4\times6 = 24\)

Step4: Row 9, column 9: \(9\times9 = 81\)

Step5: Row 9, column 8: \(9\times8 = 72\)

Step6: Row 9, column 6: \(9\times6 = 54\)

Step7: Row 2, column 9: \(2\times9 = 18\)

Step8: Row 2, column 8: \(2\times8 = 16\)

Step9: Row 2, column 6: \(2\times6 = 12\)

Step10: Row 5, column 9: \(5\times9 = 45\)

Step11: Row 5, column 8: \(5\times8 = 40\)

Step12: Row 5, column 6: \(5\times6 = 30\)

Step13: Row 5, column 2 (wait, column 10? Wait, the columns are 7,4,1,5,3,9,8,6,0,2. So column 9 is 0, column 10 is 2. Wait, maybe better to list each row and column:

Let's re - organize. The rows are 4,9,2,5,3,7,0,6,1,8. Columns are 7,4,1,5,3,9,8,6,0,2.

For row 4:

• Column 9 (value 9): \(4\times9 = 36\)
• Column 8 (value 8): \(4\times8 = 32\)
• Column 6 (value 6): \(4\times6 = 24\)

For row 9:

• Column 9 (value 9): \(9\times9 = 81\)
• Column 8 (value 8): \(9\times8 = 72\)
• Column 6 (value 6): \(9\times6 = 54\)

For row 2:

• Column 9 (value 9): \(2\times9 = 18\)
• Column 8 (value 8): \(2\times8 = 16\)
• Column 6 (value 6): \(2\times6 = 12\)

For row 5:

• Column 9 (value 9): \(5\times9 = 45\)
• Column 8 (value 8): \(5\times8 = 40\)
• Column 6 (value 6): \(5\times6 = 30\)
• Column 2 (value 2): \(5\times2 = 10\) (wait, column 10 is 2, so row 5, column 10: \(5\times2 = 10\))

For row 3:

• Column 9 (value 9): \(3\times9 = 27\)
• Column 8 (value 8): \(3\times8 = 24\)
• Column 6 (value 6): \(3\times6 = 18\)
• Column 10 (value 2): \(3\times2 = 6\)

For row 7:

• Column 9 (value 9): \(7\times9 = 63\)
• Column 8 (value 8): \(7\times8 = 56\)
• Column 6 (value 6): \(7\times6 = 42\)
• Column 10 (value 2): \(7\times2 = 14\)

For row 0:

• Column 10 (value 2): \(0\times2 = 0\)

For row 6:

• Column 9 (value 9): \(6\times9 = 54\)
• Column 8 (value 8): \(6\times8 = 48\)
• Column 10 (value 2): \(6\times2 = 12\)

For row 1:

• Column 9 (value 9): \(1\times9 = 9\)
• Column 8 (value 8): \(1\times8 = 8\) (wait, already filled? Maybe I made a mistake earlier. Let's just focus on the empty cells as per the image. The main idea is to multiply the row number by the column number for each empty cell.

Answer:

The filled - in table (for the empty cells) will have the following products:

Row 4:

• \(4\times9 = 36\), \(4\times8 = 32\), \(4\times6 = 24\)

Row 9:

• \(9\times9 = 81\), \(9\times8 = 72\), \(9\times6 = 54\)

Row 2:

• \(2\times9 = 18\), \(2\times8 = 16\), \(2\times6 = 12\)

Row 5:

• \(5\times9 = 45\), \(5\times8 = 40\), \(5\times6 = 30\), \(5\times2 = 10\)

Row 3:

• \(3\times9 = 27\), \(3\times8 = 24\), \(3\times6 = 18\), \(3\times2 = 6\)

Row 7:

• \(7\times9 = 63\), \(7\times8 = 56\), \(7\times6 = 42\), \(7\times2 = 14\)

Row 6:

• \(6\times9 = 54\), \(6\times8 = 48\), \(6\times2 = 12\)

Row 1:

• \(1\times9 = 9\), \(1\times8 = 8\), \(1\times2 = 2\)

Row 8:

• \(8\times7 = 56\), \(8\times9 = 72\), \(8\times2 = 16\) (assuming the first cell of row 8 is empty: \(8\times7 = 56\), \(8\times9 = 72\), \(8\times2 = 16\))

(Note: The answer is based on filling the empty multiplication cells by multiplying the row number with the column number. The specific values depend on the exact empty cells in the given hand - written table, but the general method is to perform the multiplication operation \(row\ number\times column\ number\) for each empty cell.)