SAT Math › Graphical Representation of Functions
The equation 3x+2y=6 represents a line. This line does NOT pass through which of the four quadrants?
The graph of a linear equation is shown in the xy-plane above. The slope of the graph of the linear equation , where
and
are constants, is twice the slope of the graph of the given equation. If the graph of
passes through the point
, what is the y-intercept of the new line
?
The equation 3x+2y=6 represents a line. This line does NOT pass through which of the four quadrants?
Which of the following represents the maximum or minimum point of the given function?
Complete the square to calculate the maximum or minimum point of the given function.
If the system of inequalities and
is graphed on the xy- plane above, which quadrant contains no solutions to the system?
For the following system of equations, what shape does the corresponding graph make:
Line J has a y-intercept of 6 and passes through point . What is the slope of Line J in terms of
and
?
Which of the following represents the maximum or minimum point of the given function?
The graph shown above is best represented by which inequality?