Question
Match the following statements:
  Column $A$   Column $B$
$i$ Line segment has $a$ at a point
$ii$ Two segments may intersect $b$ if they have equal lengths
$iii$ Two segments are congruent $c$ two end-point
$iv$ Line segment is $d$ portion of a line

Answer

  Column $A$   Column $B$
$i$ Line segment has $c$ two end$-$point
$ii$ Two segments may intersect $a$ at a point
$iii$ Two segments are congruent $b$ if they have equal lengths
$iv$ Line segment is $d$ portion of a line
Solution:
$i.\ $A line segment is a part of a line that is bounded by two distinct end points.

$ii.\ $Two line segments will either not intersect at all or intersect at one point. It can never intersect at more than one point.

$iii.\ $Line segments are congruent if they have the same lengths. If $AB = 6\ cm$ and $CD = 6\ cm$ Then, $AB$ and $CD$ are congruent.
$iv.\ $A line segment is a part of a line that is bounded by two distinct end points.

Need a full question paper?

Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.

Start Generating Free

Similar questions

Find. Write and indicate how you solved this. Is $\frac9{16}$ equal to$\frac59$?
Add $2 \frac{4}{5}$ and $3 \frac{5}{6}$
Akshi and Toshi start running along the rectangular tracks as shown in the figure. Akshi runs along the outer track and completes 5 rounds. Toshi runs along the inner track and completes 7 rounds. Now, they are wondering who ran more. Find out who ran the longer distance.
Image
Following is the list of temperatures of five places in India on a particular day of the year.
Places Temperature recorded  
Siachin $10^\circ C$ below $0^\circ C$ _________
Shimla $2^\circ C$ below $0^\circ C$ _________
Ahmedabad $30^\circ C$ above $0^\circ C$ _________
Delhi $20^\circ C$ above $0^\circ C$ _________
Srinagar $5^\circ C$ below $0^\circ C$ _________
Write the temperatures of these places in the form of integers in the blank column.
Draw a pair of vertically opposite angles. Bisect each of the two angles. Verify that the bisecting rays are in the same line.
In Fig., what is the ratio of the areas of:
$a.\ $Shaded portion $I$ to shaded portion $II?$
$b.\ $Shaded portion $II$ to shaded portion $III?$
$c.\ $Shaded portions $I$ and $II$ taken together and shaded portion $III?$
Copy Figure on your notebook and draw a perpendicular to $l$ through $P,$ using $(i)$ set squares $(ii)$ Protractor $(iii)$ ruler and compasses. How many such perpendiculars are you able to draw?
Image
Observe that the circular hole is the same as the centre of the square.
Construct a “Square with a Hole” as shown in the given figure. The centre of the hole is the same as the center of the square.
Hint: Think where the centre of the circle should be.
Mark the correct alternative in the following: If six men can do a piece of work in $6$ days, then $3$ men can do same work in,
Study the bar graph representing the number of persons in various age groups in a town shown in Observe the bar graph and answer the following questions:

$i.\ $What if the percentage of the youngest age$-$group persons over those in the oldest age group?
$ii.\ $What is the total population of the town?
$iii.\ $What is the number of persons in the age$-$group $60$-$65$?
$iv.\ $How many persons are more in the age$-$group $10$-$15$ than in the age group $30$-$35$?
$v.\ $What is the age$-$group of exactiy $1200$ persons living in the town?
$vi.\ $What is the total number of persons living in the town in the age$-$group $50$-$55$?
$vii.\ $What is the total muner of persons living in the town in the age$-$groups $10$-$15$ and $60$-$65$?
$viii.\ $Whether the population in general increases, decreases or remains constant with the increase in the age$-$group.