RS Aggarwal Class 6 Maths Solutions Chapter 11- Line Segment, Ray and Line Exercise 11B

RS Aggarwal 2021-2022 for Class 6 Maths Solutions Chapter 11- Line Segment, Ray and Line

RS Aggarwal Class 6 Math Solution Chapter 11- Line Segment, Ray and Line, Exercise 11B is available here. RS Aggarwal Class 6 Math Solutions are solved by expert teachers in step by step, which help the students to understand easily.  RS Aggarwal textbooks are responsible for a strong foundation in Maths. These textbook solutions help students in exams as well as their daily homework routine. The solutions included are easy to understand, and each step in the solution is described to match the students’ understanding.


Rs Aggarwal Class 6 Math Solution Chapter 11- Line Segment, Ray and Line


Exercise 11B


Mark against the correct answer in each of the following.


1: Which of the following has no end points?


    (a) a line segment


    (b) a ray


    (c) a line


    (d) none of these



Solution: The correct option is (c) a line



2: Which of the following has one end point?


    (a) a line


    (b) a ray 


    (c) a line segment


    (d) none of these



Solution: The correct option is (b) a ray



3: Which of the following has two end points?


    (a) a line segment


    (b) a ray


    (c) a line 


    (d) none of these



Solution: The correct option is (a) a line segment



4: Which of the following has definite length?


    (a) a line


    (b) a line segment 


    (c) a ray


    (d) none of these



Solution: The correct option is (b) a line segment



5: Which of the following can be drawn on a piece of paper?


    (a) a line


    (b) a line segment


    (c) a ray 


    (d) a plane



Solution: The correct option is (b) a line segment



6: How many lines can be drawn passing through a given point?


    (a) one only 


    (b) two


    (c) three


    (d) unlimited number



Solution: The correct option is (d) unlimited number



7: How many lines can be drawn passing through two given points?


    (a) one only


    (b) two


    (c) three 


    (d) unlimited number



Solution: The correct option is (a) one only



8: Two planes intersect


    (a) at a point 


    (b) in a plane


    (c) in a line


    (d) none of these



Solution: The correct option is (c) in a line


    Two planes intersect in a line.



9: Two lines intersect


    (a) at a point


    (b) at two points


    (c) at an infinite number of points


    (d) in a line



Solution: The correct option is (a) at a point


    Two lines intersect at a point.



10: Two points in a plane determine


    (a) exactly one line segment 


    (b) exactly two line segments


    (c) an infinite number of line segments


    (d) none of these



Solution: The correct option is (a) exactly one line segment


    Two points in a plane determine exactly one line segment.



11: The minimum number of points of intersection of three lines in a plane is


    (a) 1


    (b) 2


    (c) 3


    (d) 0



Solution: The correct option is (d) 0


    The minimum number of points of intersection of three lines in a plane is 0.



12: The maximum number of points of intersection of three lines in a plane is


    (a) 0


    (b) 1


    (c) 2


    (d) 3



Solution: The correct option is (d) 3

 

     The maximum number of points of intersection of three lines in a plane is 3.



13: Choose the correct statement:


    (a) every line has a definite length


    (b) every ray has a definite length


    (c) every line segment has a definite length 


    (d) none of these



Solution: (c) every line segment has a definite length


    Every line segment has a definite length.



14: Choose the false statement:


    (a) Line \(\overline { AB } \) is the same as line \(\overline { BA } \)


    (b) Ray \(\overrightarrow { AB } \) is the same as ray \(\overrightarrow { BA } \)


    (c) Line segment AB is the same as the line segment BA 


    (d) none of these



Solution: (b) Ray AB is the same as ray BA


    Ray AB not same as ray BA Both are different. Hence AB same as BA is false.



15: How many rays can be drawn with a given point as the initial point?


    (a) One


    (b) Two


    (c) An unlimited number 


    (d) A limited number only



Solution: (c) An unlimited number


    An unlimited number of rays can be drawn with a given point as the initial point.


एक टिप्पणी भेजें