Well when you look at equations, they are all built from y=mx+b. Y and x are a point on that line, m is your slope, and b is the y intercept. So when you look at two equations, take the absolute value of m to find which is steeper. Take these two examples.
y=3x+4
y=-7x+4
Take the absolute value of 3 and -7
|3|=3
|-7|=7
7 is the larger number so y=-7x+4 has a steeper slope.
Answer:
x = 3
y = 1
Step-by-step explanation:
<u><em>The equations are:</em></u>
and
Putting second equation in the first one:
=>
Subtracting 27 to both sides
=>
=>
Taking power 7 to both sides
=> y = 1
Now,
Taking cube root on the both sides
x = 3
<h3>
Answer: Slope is undefined</h3>
Explanation:
The slope of any vertical line is always undefined. This is because , and the "run" portion is 0. The run represents the change in x, but we don't have a change in x for vertical lines. The x value is always some constant.
So this is why the run is 0, and it leads to a division by zero error, causing an undefined slope.
57 divided by 100 and 62 divided by 100