Civil Engineering Drawing Loci Points Online Exam Quiz
Civil Engineering Drawing Loci Points GK Quiz. Question and Answers related to Civil Engineering Drawing Loci Points. MCQ (Multiple Choice Questions with answers about Civil Engineering Drawing Loci Points
A point moves in such a manner that three times of its abscissa is greater by 5 than two times of its ordinate; find the equation of its locus.
Options
A : 3y-2y=5
B : 3x-2y=5
C : 2x+3y=5
D : 2x-3y=5
Which statement is correct for the locus shown in the figure below?
Options
A : A point P moving in a plane about another point in such a way that its distance is constant
B : A point P moving in a plane about a fixed line as an arc with same centre
C : A point P moving in a plane about another point in such a way that its distance from a fixed line AB is constant
D : A point equidistant from two fixed non-parallel lines AB and CD in the same plane
Given 2 points A and B, what is the locus of points P so that angle APB is a right angle?
Options
A : A square with points A and B
B : The circle with diameter AB
C : A rectangle with side A and B
D : A semi-circle with diameter AB
The locus of a point P moving in a plane about another point O in such a way that its distance from it is constant, is called _________
Options
A : Arc
B : Angle
C : Circle
D : Perpendicular bisector
Four bar mechanism is generally used in ___________________
Options
A : Bicycle
B : Fan
C : Train suspension
D : Rickshaw
Using ruler and compass how will you construct ?ABC, if AB=3.5, BC=6 and angle ABC=60o?
Options
A : Draw line BC=6 cm and an angle CBA=600. Cut off AB=3.5. Join AC, triangle ABC is the required triangle
B : Draw line BC=6 cm and AB= 3.5 and then angle ABC=60o, ABC is the required triangle
C : Draw line AB= 3.5cm and cut off AB = 6 cm at any point and make angle CBA=600
D : Draw angle CBA= 600 and make
What curve does the locus represent if the locus of a moving point which is always equidistant from the points (2, -1) and (3, 2)?
Options
A : Hyperbola
B : Straight line
C : Ellipse
D : Circle
What will be the geometry made by a locus of a swimmer maintaining the same distant from the lighthouse?
Options
A : Square
B : Rectangle
C : Circle
D : Triangle
The locus of a point equidistant from two fixed points A and B in the same plane, is the called ___________
Options
A : Straight line
B : Angle
C : Circle
D : Perpendicular bisector
The locus of a point equidistant from two fixed non-parallel straight line AB and CD is known as _______________
Options
A : Straight line
B : Angular bisector
C : Circle
D : Perpendicular bisector
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