Find the slope of the line passing through the points (4,0) and (4,5).?

Question

Is it 5 or undefined, I cant figure it out!!!!

Answer 1

I suggest you draw it. The line will be vertical and therefore undefined slope.

Even if it were horrizontal, the slope wouldn't be 5, it would be zero (0,4) and (5,4)

Answer 2

It is a vertical line at X=4.

The formula (5-0)/(4-4) results in a division by zero error. So, the slope is undefined.

Answer 3

Slope formuls

m = y2 -y1/x2 - x1

m = 5 - 0/4 - 4

m = 5 - 0/ 0

The 4 - 4 cancell

m = 5/0

This isolution is undefined

Answer 4

Undefined, the points make a vertical line and vertical lines by definition have an undefined slope.

Answer 5

5-0/4-4
= 5/0
= undefined because you can't divide by 0
and if x is always 4 that meants its a vertical line right?

Answer 6

If a line is parallel to a diverse line, the two lines would desire to have the best comparable slope, otherwise they does not be parallel. whether you have 500 parallel lines, their slopes will all be precisely an identical. there isn't any formula to apply to discover the slope of "the different line parallel to any special line," you may in basic terms locate the slope of the unique line and then use deductive reasoning to deduce the slope of the 2nd line.

Answer 7

use the slope point formula

slope(m) = (Y2 - Y1) / (X2 - X1).

plug in for points (4,0) and (4,5)

slope(m) = (5 - 0) / (4 - 4)

slope(m) = 5 / 0

slope(m) = undefined since we can not have a zero for a denominator.

Answer 8

Undefined x/0 = undefined

Answer 9

Slope is infinite. y = mx + b is the formula for a line.
If m = 0 then it is a horizontal line. If m = infinity then it is a vertical line. Since both values of x are equal to 4 it is a vertical line.

Answer 10

Slope = increase in y-value/increase in x-value

So (5 - 0)/(4 - 4) assuming the values are (x,y) so the line is vertical and the slope is infinite