In \( 1-8 \), find the next three numbers 1. \( 39,47,55,63 \)

To determine the next three numbers in the sequence \( 39, 47, 55, 63 \), let's analyze the pattern: 1. **Identify the Pattern:** - **First Term:** 39 - **Second Term:** 47 - **Third Term:** 55 - **Fourth Term:** 63 The difference between each consecutive term is constant: \[ 47 - 39 = 8 \\ 55 - 47 = 8 \\ 63 - 55 = 8 \] So, the sequence increases by **8** each time. 2. **Calculate the Next Three Numbers:** - **Fifth Term:** \( 63 + 8 = 71 \) - **Sixth Term:** \( 71 + 8 = 79 \) - **Seventh Term:** \( 79 + 8 = 87 \) 3. **Result:** The next three numbers in the sequence are **71, 79, and 87**. **Complete Extended Sequence:** \[ 39,\ 47,\ 55,\ 63,\ 71,\ 79,\ 87 \]