Question

Given that the intera set y2=2, y4=-6, y5=8, y6=24, y7=17, calculate the fourth difference of y3?

Answer 1

To find the fourth difference of y3, calculate the difference between consecutive terms in the given set of values.

Step-by-step explanation:

To calculate the fourth difference of y3, we need to find the difference between each set of consecutive terms in the given set of values. Starting from y2, we have:

1. y3 - y2 = (-6) - 2 = -8
2. y4 - y3 = 8 - (-6) = 14
3. y5 - y4 = 24 - 8 = 16

This process entails deducing the variance between successive terms, and unveiling the pattern of change across the dataset. Here, the progression elucidates how each subsequent difference contributes to deducing the fourth difference of y3