6 x 1 = 6

66 x 61 =

666 x 661 =

6666 x 6661 =

66666 x 66661 =

666666 x 666661 =

6666666 x 6666661 =

The given expression describes a sequence of multiplications. Let's break down the sequence step-by-step.

6 \times 1 = Multiplying 6 by 1 gives you 6. Any number multiplied by 1 remains the same.

666 \times 61 = To solve this, multiply 666 by 61 using the standard multiplication method. 666 × 61 = 40626

666 \times 661 = Here, 666 is multiplied by 661. 666 × 661 = 440226

6666 \times 6661 = Multiply 6666 by 6661. This will require breaking it down into smaller steps: 6666 × 6661 = 44434426

66666 \times 66661 = Multiply 66666 by 66661, which gives: 66666 × 66661 = 4444004426

666666 \times 666661 = Continuing the pattern, multiply 666666 by 666661: 666666 × 666661 = 444444044426

6666666 \times 6666661 = Finally, multiply 6666666 by 6666661: 6666666 × 6666661 = 4444444044426


Each multiplication follows the general rule where you combine the numbers carefully, respecting their place values. The pattern demonstrates repeated multiplications by increasing the number of digits consistently. Understanding how multiplication works with larger numbers can help make the calculations easier.

Answered by danjohnbrain | 2025-07-06

The question involves a sequence of multiplications with increasing complexity using numbers with repeating digits. Each calculation follows basic multiplication rules, demonstrating how to handle larger numbers step-by-step. Recognizing the patterns in these products is key to understanding multiplication better.
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Answered by danjohnbrain | 2025-07-08