Write the First Five Terms of the Sequence $a _ { n } = \frac { ( n + 6 ) ! } { ( n + 3 ) ! }$

question 28

Multiple Choice

Write the first five terms of the sequence $a _ { n } = \frac { ( n + 6 ) ! } { ( n + 3 ) ! }$ . Assume that n begins with 1.

• A) \(a _ { 1 } = 120 , a _ { 2 } = 210 , a _ { 3 } = 336 , a _ { 4 } = 504 , a _ { 5 } = 720\)
• B) \(a _ { 1 } = 202 , a _ { 2 } = 330 , a _ { 3 } = 502 , a _ { 4 } = 719 , a _ { 5 } = 990\)
• C) \(a _ { 1 } = 210 , a _ { 2 } = 336 , a _ { 3 } = 504 , a _ { 4 } = 720 , a _ { 5 } = 990\)
• D) \(a _ { 1 } = 103 , a _ { 2 } = 194 , a _ { 3 } = 328 , a _ { 4 } = 501 , a _ { 5 } = 719\)
• E) \(a _ { 1 } = 336 , a _ { 2 } = 504 , a _ { 3 } = 720 , a _ { 4 } = 990 , a _ { 5 } = 1320\)

Understand Erikson's methodology and application of psychohistorical analysis.

Distinguish between different statuses in the development of adolescent identity.

Acknowledge the interplay between free will and determinism in Erikson’s theory.

Appreciate the utility of Erikson’s unusual assessment techniques in understanding personality.

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