Exploring The Arithmetic Sequence With A Common Difference Of -5 In Math

-11, -16, -21

Find the next few terms in the sequence: 4, -1, -6, …

The given numbers are -11, -16, and -21.

The pattern of these numbers is that each successive number is obtained by subtracting 5 from the previous number.

So, the next few numbers in this sequence will be -26, -31, -36, and so on.

To check this pattern, we can subtract 5 from -11 to get -16, and then subtract 5 from -16 to get -21.

Therefore, we can say that this sequence is an arithmetic sequence with a common difference of -5.

More Answers:

Mastering The Basics Of Fractions: Numerators, Denominators, Decimals, And Percentages
Explaining Time Complexity In Computer Science And Mathematics: Linear Time Complexity Algorithm With T(N) = N + 5
Linear Functions: A Step-By-Step Guide With Examples

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