There are no numbers specified therefore this question is unanswerable.
The term that describes a function in which the y-values form a geometric sequence is "exponential function." In an exponential function, the output (y-values) changes by a constant multiplicative factor as the input (x-values) increases. This pattern results in a geometric sequence for the y-values, where each term is derived by multiplying the previous term by a fixed ratio.
y
The sequence "xbxcw" alternates between the letters 'x' and 'c', with 'b' and 'w' appearing in between. Following this pattern, after 'w' the next letter would be 'y'. Thus, the next letter in the sequence is 'y'.
I
A function in which the y-values form a geometric sequence is referred to as a geometric function. In such functions, each successive value is obtained by multiplying the previous value by a constant ratio. This characteristic means that for a given input, the output values follow a specific pattern defined by the geometric sequence.
Y
It is: Y
y
The sequence "xbxcw" alternates between the letters 'x' and 'c', with 'b' and 'w' appearing in between. Following this pattern, after 'w' the next letter would be 'y'. Thus, the next letter in the sequence is 'y'.
Y
y
y
I
linear function
The sequence appears to follow the order of colors in the rainbow: red, yellow, green, blue. After blue, the next color in the sequence is indigo. Therefore, the next letter in the sequence would be "i."
A function in which the y-values form a geometric sequence is referred to as a geometric function. In such functions, each successive value is obtained by multiplying the previous value by a constant ratio. This characteristic means that for a given input, the output values follow a specific pattern defined by the geometric sequence.
c