Using the recursive formula to find the first four terms of a sequence

The video tutorial explains how to use a recursive formula to find the first four terms of a sequence. It starts by introducing the concept and then demonstrates the calculation of the second and third terms. The tutorial concludes by recognizing the pattern in the sequence and summarizing the recursive approach.

What is the recursive formula introduced in the video?

• ace of K + 1 equals ace of K + 4

• ace of K + 1 equals ace of K - 4

• ace of K + 1 equals ace of K * 4

• ace of K + 1 equals ace of K / 4

If ace of 1 is 28, what is ace of 2 according to the recursive formula?

• 32

• 24

• 28

• 20

How is the value of ace of 3 determined?

• By dividing ace of 2 by 4

• By multiplying ace of 2 by 4

• By subtracting 4 from ace of 2

• By adding 4 to ace of 2

What is the value of ace of 3?

• 28

• 24

• 20

• 16

What is the value of ace of 4?

• 16

• 28

• 20

• 24