Final Answer:
c(-2) = 5, a(-2)*b(-2) = 15, and the solution to c(x) = 0 is x = -1.
Step-by-step explanation:
The value of c(-2) is found by identifying the y-coordinate of point (-2, c). In this case, it is 5.
To find the product of a(-2) and b(-2), evaluate a(-2) and b(-2) separately, then multiply the results. In this instance, a(-2) is 3 and b(-2) is 5, resulting in a product of 15.
To find the solution of c(x) = 0, locate the x-coordinate(s) where the graph of c(x) intersects the x-axis. In this scenario, the solution is x = -1, as this is where c(x) crosses the x-axis.