Step: 1

[First term = 22]

Step: 2

[Each term is 2 more than term before it.]

Step: 3

Step: 4

[This is a recursive formula.]

Step: 5

The recursive formula for the sequence is a 1 = 22, a _{n} = a _{n - 1} + 2, where n ≥ 2.

Correct Answer is : a 1 = 22, a n = a n - 1 + 2, where n ≥ 2

Step: 1

[First term]

Step: 2

Step: 3

Step: 4

Step: 5

Step: 6

Observe the sequence.]

Step: 7

Step: 8

The recursive formula is a _{n} = a _{n - 1} + 4

Step: 9

Step: 10

Step: 11

Step: 12

Step: 13

The 10th term of the sequence = 43.

Correct Answer is : a _{n} = a _{n - 1} + 4, a _{10} = 43

Step: 1

[First term.]

Step: 2

Step: 3

Step: 4

[Observe the pattern.]

Step: 5

Step: 6

The recursive process of their scores is a_{n} = a _{n - 1} + 2, n ≥ 2.

Correct Answer is : a _{n} = a _{n - 1} + 2, n ≥ 2

Step: 1

[First term.]

Step: 2

Step: 3

Step: 4

[Observe the pattern.]

Step: 5

Step: 6

The recursive formula is a _{n} = 3a_{n - 1}, n ≥2

Correct Answer is : a _{n} = 3a _{n - 1}, n ≥2

Step: 1

[First time.]

Step: 2

Step: 3

Step: 4

Step: 5

[Observe the pattern.]

Step: 6

Step: 7

The recursive formula is a _{n} = a _{n - 1} + 10, n ≥2

Correct Answer is : a _{n} = a _{n - 1} + 10, n ≥2

Step: 1

[Take the number of students in the 1_{st} bus as first term.]

Step: 2

Step: 3

Step: 4

[Observe the sequence.]

Step: 5

[Observe the sequence.]

Step: 6

The recursive formula is a _{n} = a _{ n- 1} + 15, n≥2

Correct Answer is : a _{n} = a _{n - 1} + 15, n ≥2

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