LOCI Welcome to your LOCI A line AB is of length 7 cm. What construction is used to make a locus of point P, that moves equidistant from both A and B? Angle bisector Perpendicular bisector A parallel lineA line AB is of length 5 cm. What construction is used to make a locus of point P, that moves such that angle BAP is always 90°? Angle bisector Perpendicular line Bisecting a lineWhat construction should be used to show the locus of the points equidistant from line AB in the rectangle ABCD? A parallel line Perpendicular line A circleWhat construction should be used to show the locus of points equidistant from AB and AC in a trapezium ABCD? Angle bisector Perpendicular to a line Bisecting a lineWhat construction should be used to show the locus of the points equidistant from point A in the rectangle ABCD? Angle bisector Perpendicular to a line A circleTwo lines AB and PQ intersect. What construction is used to make a locus of point X, which is equidistant from the lines AB and PQ? Angle bisector Perpendicular to a line A circleThe diagram below represents a circle with diameter AB. What does the line PQ represent? Locus of points equidistant from A Locus of point X such that XOB = 90° Locus of point X such that AXO = 90° Consider a circle with diameter PQ. What is the locus of the point X, such that angle XPQ is 90°? Tangent to the circle at point P. Tangent to the circle at point Q. Perpendicular bisector to PQ.Consider the angle ABC shown in the figure below. What construction is used to make the locus of point equidistant from line AB and AC? A circle Perpendicular bisector Angle bisectorConsider the rectangle ABCD shown in the diagram below. What does the shaded region represent? Points within the range of 4m from P and 2m away from PS. Points 4m away from P and 2m away from PS. Points within the range of 4m from P and within the range of 2m from PS.Look the diagram below. XY is a line of length 6cm. What does the line AB and PQ represent? Locus of points equidistant from A and B Locus of point Z, which makes a triangle XYZ whose area, is always 9 cm2. Locus of point Z, which makes a triangle XYZ whose area, is always 18 cm2.Look at the triangle XYZ shown in figure below. What does the shaded region represent? Points equidistant from XY and YZ, but within the range of 2 m from Y. Points equidistant from XY and XZ, but within the range of 2 m from Y. Points equidistant from XY and YZ, but 2 m away from Y.Consider the triangle ABCD in the figure below. What does the shaded region represent? Points equidistant from AB and BC, but within the range of 2 cm from A. Points equidistant from AB and BC, but within the range of 2 cm from B. Points equidistant from AB and BC, but 2 cm away from B.Consider the angle ABC=60° shown in the figure below. What angle would the locus of points equidistant from line AB and AC make with AB? 90° 45° 30°What does the shaded region represent in the figure below? Points 1.5 m away from AD and 0.5 m away from the other sides of the trapezium. Points more than 1.5 m away from AD and 0.5 m away from the other sides of the trapezium. Points 1.5 m away from AB and 0.5 m away from the other sides of the trapezium.