what is the equation of the horizontal line through (-7,-3)

Answer 1

The equation for a horizontal line looks like this: y = c

Here, c is just some number.

For example, y = 4 is a horizontal line. All of the points on this horizontal like have a y-coordinate of 4.

For example, the points (0, 4), (-1, 4), (173892, 4), and (-1/2, 4) all lie somewhere on the horizontal line y = 4.

Given the point (-7, -3), whose y-coordinate is -3, the horizontal line going through this point is y = -3.

The x-coordinate -7 is actually irrelevant in this problem.

I hope this makes sense!

Answer 2

If we take the equation of y = mx + b, A horizontal line has no slope, therefore m = 0.

b, meanwhile, is where the line crosses the y-intercept. As a horizontal line has no slope, the b-value is equal to the y-value of the point given: -3, That currently gives us:

y = 0x - 3

As we're multiplying by 0, we can simplify:

y = -3

Answer 3

The horizontal line in a 2-d graph is called the y-intercept. It is called that because it is the line that goes through the y-axis: on a slope of the line equation it is the symbol b when y=mx+b. to find it we input x=0

and we find it is y= -3. This form of the equation is the only line that runs through the points (-7,-3) and (0.-3)

so the y-intercept is (0.-3) and slope of a horizontal line is m=0.

Answer 4

A horizontal line is one which has a constant value of y

y = C

Where C is a constant

The point (-7, -3) has a y value of -3, thus the line which passes through the point is

y = -3

That's the equation of a horizontal line passing through (-7, -3)