Find the 93rd term of the arithmetic sequence
sequence = -6,13,32

The 93rd term of this arithmetic sequence is 1,742.

Step-by-step explanation:

The formula for finding any term in an arithmetic sequence is = + (n - 1)*d. In your case, when you plug the numbers into the formula, you'll get:

= -6 + (93 - 1)*19 --> "n" is the number of the term that you're solving for,

= -6 + 92*19             is the first term, which is -6, and "d" is the

= -6 + 1748               common difference, or how the number changes

= 1742                      when you go from one term to another, which is 19

                                     in this problem.

Hope this helps,

Hedgehog68

22-25=-3

Or did I not understand?