Locus in Two Lines: Geometry Quest

Froggy Jumps

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Test your understanding of loci with two lines.

Créé par

NURAIDA SYAHIRA BINTI ROSLAN KPM-Guru

Malaysia

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Froggy Jumps Locus in Two Lines: Geometry QuestVersion en ligne Test your understanding of loci with two lines. par NURAIDA SYAHIRA BINTI ROSLAN KPM-Guru 1 What is the locus of points equidistant from two intersecting lines? a Parallel lines b Angle bisectors c Perpendicular bisector 2 If two lines are parallel, the locus equidistant from them is a line that is: a Coinciding with one line b Midway between them c Perpendicular to both lines 3 Distance from a fixed line stays constant. The locus is a: a Circle b Ellipse c Line parallel to the fixed line 4 For two intersecting lines, the locus of points whose distances to the lines sum to a constant forms: a A single line b A pair of lines related to angle bisectors c A circle 5 The locus of points with equal distances to two lines that intersect is on: a The directrix b Their angle bisectors c A single line not related to the lines 6 If two lines are perpendicular, the locus equidistant from both lies on: a A circle b Lines at 45° to the given lines c The original lines 7 For two parallel lines, the locus of points with constant sum of distances to both lines is: a A single point b A pair of lines parallel to the originals c A single line perpendicular to them 8 Which locus is created by points with the same distance to two lines that form an angle? a Directrix b Angle bisectors c Circumference 9 The locus of points whose distances to two lines differ by a constant is: a Two circles b A single line c A pair of lines parallel to the original lines 10 In two-line loci, the set of points equidistant from the lines is: a The medians b The angle bisectors c The tangents

Froggy Jumps

Locus in Two Lines: Geometry QuestVersion en ligne

Test your understanding of loci with two lines.

par NURAIDA SYAHIRA BINTI ROSLAN KPM-Guru

What is the locus of points equidistant from two intersecting lines?

Parallel lines

Angle bisectors

Perpendicular bisector

If two lines are parallel, the locus equidistant from them is a line that is:

Coinciding with one line

Midway between them

Perpendicular to both lines

Distance from a fixed line stays constant. The locus is a:

Circle

Ellipse

Line parallel to the fixed line

For two intersecting lines, the locus of points whose distances to the lines sum to a constant forms:

A single line

A pair of lines related to angle bisectors

A circle

The locus of points with equal distances to two lines that intersect is on:

The directrix

Their angle bisectors

A single line not related to the lines

If two lines are perpendicular, the locus equidistant from both lies on:

A circle

Lines at 45° to the given lines

The original lines

For two parallel lines, the locus of points with constant sum of distances to both lines is:

A single point

A pair of lines parallel to the originals

A single line perpendicular to them

Which locus is created by points with the same distance to two lines that form an angle?

Directrix

Angle bisectors

Circumference

The locus of points whose distances to two lines differ by a constant is:

Two circles

A single line

A pair of lines parallel to the original lines

In two-line loci, the set of points equidistant from the lines is:

The medians

The angle bisectors

The tangents

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Locus in Two Lines: Geometry Quest

Froggy Jumps

À propos de cette activité

Créé par

Téléchargez la version pour jouer sur papier

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Locus in Two Lines: Geometry QuestVersion en ligne

par NURAIDA SYAHIRA BINTI ROSLAN KPM-Guru

What is the locus of points equidistant from two intersecting lines?

If two lines are parallel, the locus equidistant from them is a line that is:

Distance from a fixed line stays constant. The locus is a:

For two intersecting lines, the locus of points whose distances to the lines sum to a constant forms:

The locus of points with equal distances to two lines that intersect is on:

If two lines are perpendicular, the locus equidistant from both lies on:

For two parallel lines, the locus of points with constant sum of distances to both lines is:

Which locus is created by points with the same distance to two lines that form an angle?

The locus of points whose distances to two lines differ by a constant is:

In two-line loci, the set of points equidistant from the lines is:

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