The average slope in that interval is
('y'-value at 30 s) - ('y'-value at 10 s)/20 sWiki User
∙ 11y agoThe slope is -1. (30, 10) and (20, 20) are both (x, y) coordinates, and can both be plotted on a 2-D graph. For every point that you go forward, you also have to go 1 point down to meet both points.
to get slope equation needs to be in standard form y = mx + b where m = slope and b = y intercept (value at x = 0) 18 x + 3y = 30 3y = -18x +30 y = -6x +10 m = slope = -6
It is: y = -31 and there is no x intercept or slope
5x+2y = 30 2y = -5x+30 y = -2.5x+15 Therfore the slope is 2.5 and y the intercept is 15.
If you mean: 4y-6x = 120 then y = 1.5x+30 whereas 1.5 is the slope and 30 is the y intercept
The slope is -1. (30, 10) and (20, 20) are both (x, y) coordinates, and can both be plotted on a 2-D graph. For every point that you go forward, you also have to go 1 point down to meet both points.
Points: (0, 0) and (10, 30) Slope: 3
to get slope equation needs to be in standard form y = mx + b where m = slope and b = y intercept (value at x = 0) 18 x + 3y = 30 3y = -18x +30 y = -6x +10 m = slope = -6
10 is a factor of 20 and 30.
30% is steeper than 15% slope.
6 15 10 5 15 30
No, a velocity graph shows changes in an object's velocity over time, while an acceleration graph shows changes in an object's acceleration over time. Velocity is the rate of change of position, while acceleration is the rate of change of velocity.
Two ways. You can solve for y and then use slope intercept or use x and y intercepts. If x=0 then y=5 (0,5) If y=0 then x=-6 (-6,0) Graph those two points and then draw a line through them.
An equals sign seems to be missing. If it is -10x=6y-30 then the slope is -5/3. If it is -10x+6y-30=0 then it is 5/3.
Which of the following best describes the solution to the system of equations below?3x + 6y = 10 9x + 18y = 30
It is: y = -31 and there is no x intercept or slope
A directed graph is a graph where the edges have a specific direction associated with them, indicating a one-way relationship between the nodes they connect. This means that if there is an edge from node A to node B, it does not necessarily imply an edge from node B to node A. Directed graphs are used to model situations where there is a clear flow or directionality in the relationships between elements.