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Which of these functions represents a geometric sequence? Option 1: f(n) = 7n + 84 Option 2: f(n) = -3n^2 + 10 Option 3: f(n) = 4 * (-8)^n Option 4: f(n) = 5n + 5

Answer :

Among the options given, f(n) = 4 × (-8)^n is the function that represents a geometric sequence. This function follows the multiplication rule of a geometric sequence. Option 3.

In the given options, a geometric sequence can be represented by the geometric function f(n) = 4 × (-8)^n.

A geometric sequence is a sequence of numbers where each term after the first is found by multiplying the previous term by a fixed, non-zero number called the ratio.

In this function, the base of the exponent is -8 which is the fixed ratio.

The other given options are not forms of geometric sequences because they do not entail this multiplicative rule of a geometric series.

Hence, the right answer is option 3.

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