Question
Draw a number line and answer the given statement:
Which number will we reach if we move $5$ numbers to the left of $1.$
Which number will we reach if we move $5$ numbers to the left of $1.$
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Answer
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Open your geometry box. There are some drawing tools. Observe them and complete the following table:
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S.No.
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Name of the tool
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Number of lines of symmetry
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$i.$
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The Ruler.
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__________________
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$ii.$
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The Divider.
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__________________
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|
$iii.$
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The Compasses.
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__________________
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$iv.$
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The Protactor.
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__________________
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$v.$
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Triangular piece with two equal sides.
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__________________
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|
$vi.$
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Triangular piece with unequal sides.
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__________________
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Draw a circle with centre $C$ and radius $3.4\ cm.$ Draw any chord $\overline {AB}$ . Construct the perpendicular bisector of $\overline {AB}$ and examine if it passes through $C,$ if $\overline {AB}$ happens to be a diameter.
→The ratio of male and female employees in a multinational company is $5 : 3.$ If there are $115$ male employees in the company, then the number of female employees is:
→The sale of electric bulbs on different days of a week is shown below:
How many bulbs were sold on Friday?
→| Days | Number of electric bulbs  $- 2 $ Bulbs |
| Monday |  |
| Tuesday |  |
| Wednesday |  |
| Thursday |  |
| Friday |  |
| Saturday |  |
| Sunday |  |
The following graph gives the information about the number of railway tickets sold for different cities on a railway ticket counter between $6.00\ am$ to $10.00\ am.$ Read the bar graph and answer the following questions.
$a.\ $How many tickets were sold in all$?$
$b.\ $For which city were the maximum number of tickets sold$?$
$c.\ $For which city were the minimum number of tickets sold$?$
$d.\ $Name the cities for which the number of tickets sold is more than $20.$
$e.\ $Fill in the blanks:
Number of tickets sold for Delhi and Jaipur together exceeds the total number of tickets sold for Patna and Chennai by $....$
Identify the error, if any
this is $\frac{3}{4}$
Construct with ruler and compasses, angles of measure: $90^\circ $
→Draw a line $AB.$ Take a point $P$ outside it. Deaw a line passing through $P$ and perpendicular to $AB.$
→Draw a line segment $AB$ of length $10\ cm.$ Mark a point $P$ on $AB$ such that $AP = 4\ cm.$ Draw a line through $P$ perpendicular to $AB.$
→The following table gives the number of vehicles passing through a toll gate, every hour from $8.00\ am.$ to $1.00\ pm:$
Draw a bar graph representing the above data.
→| Time Interval: | $8.00 $ to $9.00$ | $9.00$ to $10.00$ | $10.00$ to $11.00$ | $11.00$ to $12.00$ | $12.00$ to $1.00$ |
| Number of vehicles: | $250$ | $450$ | $300$ | $250$ | $150$ |