4 Questions |
By Thamsw | Last updated: Jan 2, 2013
| Total Attempts: 80
This quiz will review your understanding of the today's online lesson conducted so far. You are required to write your answers in foolscap paper so that you can check your workings or revise again at a later stage.
The points A(3, 3), B(–1, 0) and C(5, –3) form a triangle. Find the perpendicular distance from C to AB.The perpendicular distance from C to AB.is __________ units.
Given points A(2, –3) and B(1, –4) and C(3, 2), find the equation of the line through B parallel to AC.Give your answer of the form y=mx+c.
Given points A(2, –3) and B(1, –4) and C(3, 2), find the perpendicular bisector of BC.Give your answer of the form y=mx+c. For fractions, input as eg 1/2 for half
Three points have coordinates A(–3,5), B(1,–2) and C(5,x) and M is the midpoint of BC. Find the values of x for which AM is perpendicular to BC.Input your answer as eg "1or2" with no spaces in between.