Area of Triangles
Let and be two vertices of triangle If the area of the triangle is which of the following are possible coordinates for the third vertex?
Consider a square with side length If we let and be the midpoints of and respectively. What is the area of
Statement : If the area of the triangle bounded by the lines and the line through parallel to the -axis is then lies on either of the two lines represented by
Statement : The area of the triangle bounded by the lines and the -axis is equal to half of the area of the triangle bounded by the line and the two coordinate axes.
Which of the following is true of the above two statements?
Triangle has vertices and If its area is and vertex lies on the line in the first quadrant, what are the coordinates of
Given three points where what is the value of that minimizes the area of