For the sequence A

_{n}=3-5*(n-1),the first term is?

the second term is?

the third term is?

the fourth term is?

the fifth term is?

the common difference (d) is?

For the sequence A_{n}=3-5*(n-1),

the first term is?

the second term is?

the third term is?

the fourth term is?

the fifth term is?

the common difference (d) is?

Tutors, please sign in to answer this question.

Fullerton, CA

Don't be afraid of formulas. You just put something in, and something pops out.

n is the number of the term

For example, to get the first term, n is 1

To get the second term n is 2

1st term A_{1}=3-5*(1-1) = 3-5*0 = 3

2nd term A_{2} = 3-5*(2-1) = 3-5*(1) = -2

3rd term A_{3}= 3-5*(3-1) = 3-5*2 = -7

The small number on A shows what number term.

To get the common difference subtract any term by the term before it.

For example, subtract the 3rd term by the 2nd term. OR subtract the 5th term by the 4th term.

It's called a *common* difference because the subtraction answer you get is the same, no matter which term you choose.

3rd term - 2nd term =

-7 - (-2) = -5

- Math 9855
- Sequences 120
- Series 61
- Geometric 8
- Arithmetic 54
- Formula 64
- Algebra 5056
- Algebra 2 3503
- Geometric Sequence 61