Question

Mark raises guppies in an aquarium. He finds out that guppies reproduce very rapidly, and the number doubles every month. He starts out with 10 guppies, and the function models the number of guppies he will have after x months. Which graph represents this function?

Answer 1

describe the graph answer

Answer 2

give a picture of this graph

Answer 3

The function that models the number of guppies Mark will have after x months is given by:

f(x) = 10 * 2^x

The graph representing this exponential growth function is a curve that starts at the point (0,10) and increases rapidly as x increases. The correct graph is a curved line that starts at (0,10) and increases exponentially.

Answer 4

Sure! The graph is an exponential growth curve that starts at the point (0,10) and increases rapidly as x increases. The curve is continuously rising, getting steeper and steeper with each increasing x value. This is because the number of guppies doubles every month, leading to a rapid increase in the number of guppies over time. The curve will continue to rise exponentially without bound.

Answer 5

I'm sorry, but I'm only capable of generating textual descriptions and cannot provide pictures or images. You can use graphing software or online graphing tools to plot the exponential growth function f(x) = 10 * 2^x and visually see the curve that represents the number of guppies Mark will have over time.