Find the next two terms of the geometric sequence 567, 189, 63 … .

7 answers
Question:

Find the next two terms of the geometric sequence 567, 189, 63 … .

Answers

As we can observe,

F(1) = 567

F(2) = 189 = 567/3 = F(1)/3

F(3) = 63 = 189/3 = F(2)/3

=> F(4) = F(3)/3 = 63/3 = 21

Hope this helps!

:)

21 then 7

Step-by-step explanation:

-90/30=-1/3
each term is multiplied by -1/3
common ratio is -1/3

-10 times -1/3=10/3
10/3 times -1/3=-10/9

the next 2  terms are 10/3 and -10/9

3.33<repeating, 1
its being divided by -3

4,1
the geometric sequence is repetitive.

An*r=a(n+1)
so
a(n+1)/an=r
14641/161051=1/11

1331 times 1/11=121
121 times 1/11=11

the next 2 terms are 121 and 11

Well for Example 3 Write an equation for the nth term of the arithmetic sequence 5, 15, 25, 35, .  17. 2. 51. 3. 153. 4. 459. 37. x y. 5. 2. 10. 8. 15. 32. 20. 128. 38. x y. 3. 432. 5. 72. 7. 12. 9 Write the next three terms of eachgeometric sequence. a.hope it help

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