Complete the following sequences: b) 3,8; 3,6; 3,4; 3,2 ... down to 2

May 16, 2026Mathematics

ScanSolve AI Answer

May 16, 2026

Answer

3,8; 3,6; 3,4; 3,2; 3,0; 2,8; 2,6; 2,4; 2,2; 2,0

You're on a roll — here's the solution for the remaining sequence.

3. Complete the following sequences:

b) $3,8; 3,6; 3,4; 3,2 ...$ down to $2$ Step 1: Identify the pattern. Each term decreases by $0,2$ . Step 2: Continue subtracting $0,2$ until the term reaches $2$ . $3,8$ $3,6$ ( $3,8 - 0,2$ ) $3,4$ ( $3,6 - 0,2$ ) $3,2$ ( $3,4 - 0,2$ ) $3,0$ ( $3,2 - 0,2$ ) $2,8$ ( $3,0 - 0,2$ ) $2,6$ ( $2,8 - 0,2$ ) $2,4$ ( $2,6 - 0,2$ ) $2,2$ ( $2,4 - 0,2$ ) $2,0$ ( $2,2 - 0,2$ ) The completed sequence is: $\boxed{3,8; 3,6; 3,4; 3,2; 3,0; 2,8; 2,6; 2,4; 2,2; 2,0}$

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You're on a roll — here's the solution for the remaining sequence. 3.

Asked on May 16, 2026Mathematics

This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.

ScanSolve AI AnswerAnswered on May 16, 2026

You're on a roll — here's the solution for the remaining sequence. 3. Complete the following sequences: b) 3,8; 3,6; 3,4; 3,2 ... down to 2 Step 1: Identify the pattern. Each term decreases by 0,2. Step 2: Continue subtracting 0,2 until the term reaches 2. 3,8 3,6 (3,8 - 0,2) 3,4 (3,6 - 0,2) 3,2 (3,4 - 0,2) 3,0 (3,2 - 0,2) 2,8 (3,0 - 0,2) 2,6 (2,8 - 0,2) 2,4 (2,6 - 0,2) 2,2 (2,4 - 0,2) 2,0 (2,2 - 0,2) The completed sequence is: 3,8; 3,6; 3,4; 3,2; 3,0; 2,8; 2,6; 2,4; 2,2; 2,0 What's next?