Question

A. Neither the graph nor the Equation increases over the interval (0,3)
B. The graph increases over the interval (0,3); the equation doesn’t
C. The equation increases over the interval (0,3); the graph doesn’t
D. Both the graph and the equation increase over the interval (0,3)

Answer 1

Answer:

B. The graph increases over the interval (0,3); the equation doesn’t

Step-by-step explanation:

The given graph is increasing on the interval $(0,3)$

The given equation is $y=-(2x)$

Or

$y=-2x$

This graph has a negative slope, hence will decrease over the entire real numbers including, $(0,3)$.

Therefore, the graph increases over the interval (0,3); the equation doesn’t

Answer 2

Answer:

Choice B is correct

Step-by-step explanation:

The equation y=-(2x) has a negative slope (-2) and as such its graph will be sloping downwards over all possible values of x. In short, the equation never increases