How to Tell Which Line Is Steeper Using Slope

It makes sense the value of the slope of the blue line 4 is greater than the value of the slope of the red line. In math steeper means bigger so the slope of that line is bigger than the slope of the second skaters line.

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A negative slope that is larger in absolute value that is more negative means a steeper downward tilt to the line.

. The steeper the slope the closer the line will be to the Y axis. The slope of a line nothing but the Steepness of the line. It makes sense the value of the slope of the blue line 4 is greater than the value of the slope of the red line.

So they say graph a line that has a slope that is negative and greater than the slope of the blue line. The steeper the line the larger the slope. The Slope of this line 4 2 2.

This makes the slope decreasing or negative. So x is increased but y has gone down so this is a negative slope. So the blue line also has a negative slope.

If you know the slope of two epuations if the equations are in slope intercept form ymxb y is the dependent variable x is the independent variable m is the slope and b is the y-intercept. X has a coefficient of implied 1 as we do no write 1x. In the above example your slope is 08919.

The last two items in the above list point us toward the slope of the least squares line of best fit. Y X -7. As x is increasing your blue line is going down.

The inverse of 41 is 14. A line is increasing and goes upwards from left to. This makes the slope decreasing or negative.

The Slope of this line 3 5 06. A line perpendicular to your original line has a. You may also notice that the skaters are going down the ramp from the left to the right.

If another line has a slope greater than that it can be said it is steeper If this isnt what youre looking for add what you have tried or give a better description of. X has a coefficient of 7 so has a slope is 7. In simple linear regression slope correlationsysx where sy is the standard deviation of Y and sx is the standard deviation of X.

The greater the slope the steeper the line. The Slope of this line 3 3 1. When you use it on moving averages the slopes can look alot steeper than what the degree is returning.

The line is less steep and so the Slope is smaller. The line is steeper and so the Slope is larger. But I believe that has to do with perspective.

That is a description of how steep the line is. PLEASE LIKE AND SUBSCRIBE. The Slope of the Least Squares Line.

When x is negative 5 your y is 7. If the slope is 2 then y is changing twice as fast as x. In these examples Line 3 his the biggesthighest slope of 7 and will be closest to the.

This line is going up. We say these two lines have a positive slope. When you look at the two lines you can see that the blue line is steeper than the red line.

Let me say each of the above lines represents the money in the bank account over a period. Given m it is possible to determine the direction of the line that m describes based on its sign and value. The negative inverse of a slope of -4 is a slope of 14.

Generally a lines steepness is measured by the absolute value of its slope m. You can zoom in and out and the slope of the line changes sometimes the charts start. When you look at the two lines you can see that the blue line is steeper than the red line.

Y 4X 2. In other words the slope of the line tells us the rate of change of y relative to x. Next notice that lines A and B slant up as you move from left to right.

The larger the value is the steeper the line. Line C has a negative slope. Ill be adding more to the Algebra 1 playlist over time.

About Press Copyright Contact us Creators Advertise Developers Terms Privacy Policy Safety How YouTube works Test new features Press Copyright Contact us Creators. This means that Function 1 would be steeper because it goes four units down and 3 units right while Function 2 would be steeper but fall slower because it goes 3 units down and is stretched out more to the right because it goes 4 units to the right making Function 1s line steeper. Answer 1 of 2.

The larger the magnitude of the slope the steeper the. X has a coefficient of 4 so the slope is 4. If the slope is 12 then y is changing half as fast as x and so on.

First lets look at lines A and B. Now look at the below lines. In math steeper means bigger so the slope of that line is bigger than the slope of the second skaters line.

First take the negative of the slope of your line --4 4 Second take the inverse of that number. You can get almost any slope you want by rescaling X or Y. If you imagined these lines to be hills you would say that line B is steeper than line A.

Line C slants down from left to right. How do you determine which line is steeper. Line B has a greater slope than line A.

So the Slope is equal to 1. The next example shows a line with a negative slope. The slope of a straight line shows how steep the line is.

4 is a whole number so its denominator is 1. Recall that the slope of a line is a measurement of how many units it goes up or down for every unit we move to the right. You may also notice that the skaters are going down the ramp from the left to the right.

The greater the slope the steeper the line. If you have any questions post a comment and Ill get back to you ASAP. Well when x is 5 your y is 5.

A higher positive slope means a steeper upward tilt to the line while a smaller positive slope means a flatter upward tilt to the line. Function 1 has a slope of 43 and Function 2 has a slope of 34.

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