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The slope of a straight line is often described by the rise over the run. This is the ratio of the vertical distance between two points and the horizontal distance between them (taken in the same order).

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Q: What is a trend of a line on a cartesian coordinate plane?
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What is the meaning of the slope of a straight line graph?

The slope is therise divided by the run. Or in Cartesian coordinate terms: delta Y / delta X It is how steep the line is. 0 slope is parallel to the X axis. A slope of 1 rises 1 unit Y for every unit X (up and to the right)


What is the solution to the equation y equals -2.5?

The equation y = -2.5 represents a horizontal line on the Cartesian plane passing through the point (-2.5, 0). This line is parallel to the x-axis and has a slope of 0. The solution to this equation is all real numbers on the y-axis that have a value of -2.5.


What does the b mean in y equals mx plus b?

If the equation Y = mX + b is graphed on standard Cartesian orthogonal x-y coordinates, then: -- the graph is a straight line -- 'm' is the slope of the line -- 'b' is the Y-intercept, i.e. the number where the line crosses the Y-axis, i.e. the value of 'Y' when X = 0 .


How do I write an equation in standard form for a line satisfying the given condition. Through -2 and 9 and -2 and 7.?

In general, if a line passes through the points (a, b) and (c, d), its equation can be written as:y - b = [(d - b)/(a - c)](x - a)In this case, however, the formula is not necessary -- and in fact, attempting to apply it in its current form would result in a division by zero error. Instead, however, we can simply note that from (-2, 9) to (-2, 7) the x-coordinate does not change. This can only be the case if the line is vertical, meaning that the x-coordinate never changes. The line can therefore be represented by the equation x = -2.


How do you find the equation of a tangent line to the graph of fx equals x cubed and x equals -2?

Calculate the derivative of the function.Use the derivative to calculate the slope at the specified point.Calculate the y-coordinate for the point.Use the formula for a line that has a specified slope and passes through a specified point.