Linear Function and Linear Equation
Exams by Grade · K8 · Author: ymhong
Q1 Find the linear equation whose graph is passing the point and parallel to -axis. Q2 Find the linear equation whose graph is passing the point and perpendicular to the -axis. Q3 Choose the linear function whose graph is identical to the linear equation . Q4 What are the conditions of and for the graphs of two linear equations and to be parallel. Q5 Find the linear equation whose graph is parallel to the line of and crosses on the -axis with the line of . Q6 Choose the point which is on the graph of .Q7 If the graph of linear equation passes the point , find the slope of the graph. (Note, is a constant)Q8 If the line passing two points and is parallel to -axis, find the value of .Q9 If a line passing through point and parallel to the -axis and a straight line passing through point and perpendicular to the -axis meet at a point , find the coordinates of point .Q10 Find the area of the shape surrounded by four lines , , and .Q11 When the area of the shape surrounded by the below lines is , find the positive number .Q12 Find the range of a constant that makes the line cross a segment passing two points , .Q13 When the graphs of two linear equations and intersect at the point , find the value of .Q14 If the intersection point of the graphs of two linear equations and is on the -axis, find the value of constant .Q15 Find the equation of a line which is parallel to the -axis and passes the intersection point of the graphs of and .Q16 Find the linear equation whose graph has slope of and passes the intersection point of two graphs of andQ17 When three lines , , meet at one point, find the value of constant .Q18 When the following four lines meet at one point, find the value of . ( , are constants)Q19 When the linear system has infinitely many solutions, find the value of . ( are constants)Q20 If two line and has only one intersection point, find the condition of .