Question: Write the first four terms of the sequence {a_(n)} defined by the recurrence relation below. a_(n+1)=-5a_(n);a_(1)=2 a_(1)=2 a_(2)=-10 (Simplify your answer.) a_(3)=50 (Simplify

Write the first four terms of the sequence

{a_(n)}

defined by the recurrence relation below.\

a_(n+1)=-5a_(n);a_(1)=2

a_(1)=2

a_(2)=-10

(Simplify your answer.)\

a_(3)=50

(Simplify your answer.)\

a_(4)=-250

(Simplify your answer.)

$Write the first four terms of the sequence {a_(n)} defined by$

Write the first four terms of the sequence {an} defined by the recurrence relation below. an+1=5an;a1=2 a1=2 a2= (Simplify your answer.) a3=50 (Simplify your answer.) a4= (Simplify your answer.)

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