[Answer] Which graph represents a geometric sequence?

Answer: B.

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Which graph represents a geometric sequence? Wed Jan 24 2018 · geometric sequence are sequences whose common ratios are same. graph-A: we are given terms as. now we can find common ratios . we can see that r1 is not equal to r2 . so this is not geometric sequnce. graph-B : we are given terms as. now we can find common ratios . so so this is geometric sequnce. graph-C : we are given terms as Which graph is the sequence defined by the function f (x) = 3(2) x-1 ? D Pablo generates the function to determine the F(X)= 3/2(5/2) to determine the xth number in a sequence. Mon Oct 15 2018 · nth term of geometric sequence is in the form of exponential . so graph must be exponential. and you know how to draw exponential function. if we assume a ≥ 1 and 0 < r < 1 then graph is decreasing but if r ≥ 1 then graph is increasing as shown in figure. The function f (n) = 5(2)n − 1 represents the geometric sequence. Use this function to fi nd the value of n for which f (n) = 640. So use the equation 640 = 5(2)n − 1 to write a system of equations. y = 5(2)n − 1 Equation 1 y = 640 Equation 2 Then use a graphing calculator to graph the A geometric sequence is a sequence in which each term after the first term is obtained by multiplying the preceding term by a constant nonzero real number called the common ratio. Some examples of arithmetic sequences . The follo...

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