Which description of the graph of y=110x is most accurate? The graph is a line that rises steeply from left to right and passes through the origin.

The graph is a line that rises gradually from left to right and passes through the origin.

The graph is a line that falls gradually from left to right and passes through the origin.

I don't know.

The true option is (2) The graph is a line that rises gradually from left to right and passes through the origin.

The linear function is given as:

y = 110x

A linear function that passes through the origin has the form y = mx.

This means that:

m = 110

When m > 0, then the line of the graph rises from left to right.

Hence, the true option is (2)

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The correct option is;

The graph is a line that rises steeply from left to right and passes through the origin

Step-by-step explanation:

The given equation is y = 110·x

Comparing the given equation to the general equation of a straight line, y = m·x + c

Where;

m = The slope of the straight line graph

c = The y-intercept

We have;

The slope of the given equation, y = 110·x = 110

The y-intercept, which is given by the constant c in the given equation = (0, 0)

Therefore, by the slope of the equation, for each unit increase in x, y increases by 110, therefore, the graph is a straight line that rises steeply and passes through the origin