Ask Question
10 April, 13:21

What are the missing values in the table representing the recursively defined geometric sequence f (x+1) = 4 (f (x))

X_f (x)

1_4

2_A

3_B

4_C

5_1,024

+2
Answers (2)
  1. 10 April, 14:53
    0
    Hence, the values of unknowns A, B and C are:

    A=16

    B=64

    C=256

    Step-by-step explanation:

    We are given a recursive defined geometric sequence f (x+1) = 4 (f (x))

    X f (x)

    1 4

    2 A

    3 B

    4 C

    5 1,024

    When x=1,

    we have f (x) = 4.

    when so,

    f (2) = 4f (1) = 4*4=16.

    Hence, when x=2 f (x) = 16=A.

    Similarly,

    f (3) = 4*f (2)

    f (3) = 4*16=64

    Hence, when x=3 f (x) = 64=B.

    Similarly,

    f (4) = 4*f (3) = 4*64=256

    i ... e when x=4 f (x) = 256=C.

    similarly,

    f (5) = 4*f (4) = 4*256=1024

    when x=5 f (x) = 1024

    Hence, the values of unknowns A, B and C are:

    A=16

    B=64

    C=256
  2. 10 April, 15:08
    0
    A=16

    B=64

    C=256

    Step-by-step explanation:

    I did the assignment
Know the Answer?
Not Sure About the Answer?
Get an answer to your question ✅ “What are the missing values in the table representing the recursively defined geometric sequence f (x+1) = 4 (f (x)) X_f (x) 1_4 2_A 3_B ...” in 📙 Mathematics if there is no answer or all answers are wrong, use a search bar and try to find the answer among similar questions.
Search for Other Answers