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In the equation y = mx + c, m represents __________.
The gradient of the line.
The y-intercept in the equation y = mx + c is represented by __________.
c.
To find the gradient of a line between two points (x1, y1) and (x2, y2), use the formula __________.
(y2 - y1) / (x2 - x1).
In a horizontal line, the equation is __________.
y = c.
The gradient of a horizontal line is __________.
Zero (undefined in terms of slope).
The equation of a vertical line is __________.
x = a.
The gradient of a vertical line is __________.
Undefined.
Simultaneous linear equations can be solved using the __________ method.
Elimination method.
When using the elimination method, label the equations as __________ and __________.
1 and 2.
If there are no same variables to eliminate, you should __________ the equations to find the lowest common multiple.
Multiply.
After multiplying the equations, the new equations are labeled as __________ and __________.
3 and 4.
In the elimination method, if the variable is positive and negative, you will __________ the equations.
Add.
If the variable is negative and negative, you will __________ the equations.
Subtract.
After solving for either x or y, substitute back into equation __________ or __________ to find the other variable.
1 or 2.
To check your solution after finding x and y, substitute both values into equation __________ or __________.
1 or 2.
The gradient of the line is defined as __________.
The change in y over the change in x.
When forming a right-angled triangle on the line, the two coordinates chosen should be the __________.
Start and end points of the triangle.
In the context of linear equations, a graph represents __________.
The relationship between x and y.
The formula for the gradient of the line can also be expressed in the form __________.
(rise/run).
In the graphs of linear equations of the form ax + by = k, what determines the slope of the line? __________.
The coefficients a and b.
In linear equations, if a line is steep, the gradient m is __________.
Greater than 1.