If Mila's height is 160 cm and Nora's height is 165 cm, then

Mila's height < Nora's height

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Mila's height > Nora's height

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Mila's height = Nora's height

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Mila's height \geq Nora's height

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Solution

The correct option is A $Mila's height < Nora's height$
Given, Mila's height = 160 cm
and Nora's height = 165 cm

As 160 is less than 165, Mila's height is less than Nora's height. Therefore we use $<$ symbol.
$\Rightarrow Mila's height < Nora's height$

Hence, (a.) is the correct choice.

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Similar questions

Q. If Mila's height is 160 cm and Nora's height is 165 cm, then

Q. Raju is 20 cm shorter than Rajesh. Rajesh is 160 cm tall. If Rahul is 30 cm taller than Raju, then what is the height of Rahul?

Q. The following distribution represent the height of

160

students of a school.

Height (in $c m$ )	No. of Students
$140 - 145$	$12$
$145 - 150$	$20$
$150 - 155$	$30$
$155 - 160$	$38$
$160 - 165$	$24$
$165 - 170$	$16$
$170 - 175$	$12$
$175 - 180$	$8$

Draw an ogive for the given distribution taking

2 c m = 5 c m

of height on one axis and

2 c m = 20

students on the other axis. Using the graph, determine:
(i) The median height
(ii) The inter quartile range
(iii) The number of students whose height is above

172 c m

The following table shows the distribution of the heights of a group of factory workers :

$\begin{matrix} Ht. (cm): & 150 - 155 & 155 - 160 & 160 - 165 & 165 - 170 & 170 - 175 & 175 - 180 & 180 - 185 No. of workers & 6 & 12 & 18 & 20 & 13 & 8 & 6 \end{matrix}$

(i) Determine the cumulative frequencies.

(ii) Draw the 'less than' cumulative frequency curve on graph paper. Use 2 cm = 5 cm height on one axis and 2 cm = 10workers on the other.

Q. The heights (in cm) of students of a class is tabulated below.

\begin{matrix} Height & Number of students 150 - 154 & 4 155 - 159 & 3 160 - 164 & 2 165 - 169 & 1 170 - 174 & 2 175 - 179 & 2 180 - 184 & 4 185 - 189 & 2 T o t a l & 20 \end{matrix}

Identify the correct option.

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If Mila's height is 160 cm and Nora's height is 165 cm, then

The correct option is A Mila's height < Nora's heightGiven, Mila's height = 160 cm and Nora's height = 165 cm As 160 is less than 165, Mila's height is less than Nora's height. Therefore we use < symbol. ⇒Mila's height < Nora's height Hence, (a.) is the correct choice.

The correct option is A $Mila's height < Nora's height$
Given, Mila's height = 160 cm
and Nora's height = 165 cm

As 160 is less than 165, Mila's height is less than Nora's height. Therefore we use $<$ symbol.
$\Rightarrow Mila's height < Nora's height$

Hence, (a.) is the correct choice.